Compare commits
15 Commits
70b3cdaa5e
...
7a68948d26
| Author | SHA1 | Date |
|---|---|---|
 Daniel Kapla
|
7a68948d26 | |
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Daniel Kapla
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8fd80522f0 | |
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Daniel Kapla
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0cb7772132 | |
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Daniel Kapla
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db9c3f4794 | |
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Daniel Kapla
|
636eebf720 | |
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Daniel Kapla
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daefd3e7d1 | |
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Daniel Kapla
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61bd94bec8 | |
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Daniel Kapla
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13d3c63575 | |
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Daniel Kapla
|
fa2a99f3f0 | |
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Daniel Kapla
|
85b6a2a12a | |
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Daniel Kapla
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078c406100 | |
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Daniel Kapla
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6792cf93a9 | |
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Daniel Kapla
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4b4b30ceb0 | |
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Daniel Kapla
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2e87d14696 | |
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Daniel Kapla
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4324295162 |
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@ -43,10 +43,11 @@
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*.idb
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*.pdb
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## R environment, data and pacakge build intermediate files/folders
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## R environment, data and package build intermediate files/folders
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# R Data Object files
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*.Rds
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*.rds
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*.Rdata
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# Example code in package build process
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*-Ex.R
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@ -108,20 +109,23 @@ simulations/
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!**/LaTeX/*.bib
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**/LaTeX/*-blx.bib
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mlda_analysis/
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References/
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dataAnalysis/chess/*.Rdata
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dataAnalysis/Classification of EEG/
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*.csv
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*.csv.log
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# Include subfolders for images and plots
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!**/LaTeX/plots/
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**/LaTeX/plots/*
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!**/LaTeX/plots/*.tex
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!**/LaTeX/plots/*.csv
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!**/LaTeX/images/
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**/LaTeX/images/*
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!**/LaTeX/images/*.tex
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mlda_analysis/
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References/
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dataAnalysis/
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*.csv
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*.csv.log
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# Images (except images used in LaTeX)
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*.png
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*.svg
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|
|
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@ -0,0 +1,125 @@
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\documentclass{standalone}
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\usepackage{pgfplots} % TikZ (TeX ist kein Zeichenprogramm)
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\usetikzlibrary{calc} % for vector arithmetics
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||||
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||||
\usepackage{amssymb, bm}
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||||
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\renewcommand{\t}[1]{{#1}^{T}}
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\newcommand{\mat}[1]{\boldsymbol{#1}}
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\newcommand{\manifold}[1]{\mathfrak{#1}}
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% PGF-Plot / TikZ config
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\usetikzlibrary{%
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calc, through, intersections, patterns, patterns.meta, pgfplots.colormaps
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}
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\pgfplotsset{
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compat = newest,
|
||||
colormap = {grayscale}{color=(lightgray) color=(white) color=(lightgray)},
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colormap = {blackscale}{color=(black!70) color=(black!50) color=(black!70)},
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colormap = {redscale}{color=(black!70!red) color=(black!50!red) color=(black!70!red)},
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colormap = {bluescale}{color=(black!70!blue) color=(black!50!blue) color=(black!70!blue)},
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}
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||||
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\begin{document}
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\begin{tikzpicture}[
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>=latex,
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scale = 1,
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declare function = { % Note: NO spaces in function argument list!
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X(\u,\v) = (2 + cos(\u)) * cos(\v);
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Y(\u,\v) = (2 + cos(\u)) * sin(\v);
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Z(\u,\v) = sin(\u);
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tx(\u,\v,\x,\y) = - sin(\u) * cos(\u) * \x - (2 + cos(\u)) * sin(\v) * \y;
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ty(\u,\v,\x,\y) = - sin(\u) * cos(\u) * \x + (2 + cos(\u)) * cos(\v) * \y;
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tz(\u,\v,\x,\y) = + cos(\u) * \x;
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}
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]
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\begin{axis}[
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axis equal image,
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hide axis,
|
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view = {120}{30},
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||||
scale = 2
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||||
]
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||||
\addplot3[
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surf,
|
||||
shader = faceted interp,
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||||
samples = 20,
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||||
samples y = 40,
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||||
domain = 0:360,
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||||
domain y = 0:360,
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||||
z buffer = sort,
|
||||
colormap name = grayscale,
|
||||
thin
|
||||
]
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||||
({X(\x, \y)}, {Y(\x, \y)}, {Z(\x, \y)});
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% at = (1.433013, 2.482051, 0.5) // \u, \v = (30, 60)
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% into = (-0.4330127, -0.4330127, 0.8660254)
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% and = (-2.482051, 1.433013, 0)
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% X <- c(1.433013, 2.482051, 0.5)
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% dx <- c(-0.4330127, -0.4330127, 0.8660254)
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% dy <- c(-2.482051, 1.433013, 0)
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\addplot3[
|
||||
mesh,
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||||
shader = interp,
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||||
patch type = line,
|
||||
variable = t,
|
||||
domain = -44:210.5,
|
||||
samples = 64,
|
||||
samples y = 1,
|
||||
colormap name = redscale
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||||
]
|
||||
({X(\t, \t + 30)}, {Y(\t, \t + 30)}, {Z(\t, \t + 30)});
|
||||
|
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\addplot3[
|
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mesh,
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shader = interp,
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||||
patch type = line,
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||||
variable = t,
|
||||
domain = -50:119,
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||||
samples = 64,
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||||
samples y = 1,
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colormap name = bluescale
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||||
]
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||||
({X(\t, -0.3 * \t + 69)}, {Y(\t, -0.3 * \t + 69)}, {Z(\t, -0.3 * \t + 69)});
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\coordinate (x) at ({X(30, 60)}, {Y(30, 60)}, {Z(30, 60)});
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||||
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\draw[dashed, fill = gray, opacity = 0.4] (
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{X(30, 60) + tx(30, 60, 0.4 + 0.8, 0.4 - 0.24)},
|
||||
{Y(30, 60) + ty(30, 60, 0.4 + 0.8, 0.4 - 0.24)},
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{Z(30, 60) + tz(30, 60, 0.4 + 0.8, 0.4 - 0.24)}
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) -- (
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{X(30, 60) + tx(30, 60, -0.4 + 0.8, -0.4 - 0.24)},
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{Y(30, 60) + ty(30, 60, -0.4 + 0.8, -0.4 - 0.24)},
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{Z(30, 60) + tz(30, 60, -0.4 + 0.8, -0.4 - 0.24)}
|
||||
) node[anchor = west, opacity = 1, outer sep=0.5em] {$T_{\mat{x}}\manifold{A}$} -- (
|
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{X(30, 60) + tx(30, 60, -0.4 - 0.8, -0.4 + 0.24)},
|
||||
{Y(30, 60) + ty(30, 60, -0.4 - 0.8, -0.4 + 0.24)},
|
||||
{Z(30, 60) + tz(30, 60, -0.4 - 0.8, -0.4 + 0.24)}
|
||||
) -- (
|
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{X(30, 60) + tx(30, 60, 0.4 - 0.8, 0.4 + 0.24)},
|
||||
{Y(30, 60) + ty(30, 60, 0.4 - 0.8, 0.4 + 0.24)},
|
||||
{Z(30, 60) + tz(30, 60, 0.4 - 0.8, 0.4 + 0.24)}
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||||
) -- cycle;
|
||||
|
||||
\draw[->, black!50!red] (x) -- (
|
||||
{X(30, 60) + tx(30, 60, 0.4, 0.4)},
|
||||
{Y(30, 60) + ty(30, 60, 0.4, 0.4)},
|
||||
{Z(30, 60) + tz(30, 60, 0.4, 0.4)}
|
||||
) node[pos = 0.7, anchor = north west, inner sep = 0pt] {$\t{\nabla\gamma_1(0)}$};
|
||||
|
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\draw[->, black!50!blue] (x) -- (
|
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{X(30, 60) + tx(30, 60, 0.8, -0.24)}, % -0.24 = 0.8 * -0.3
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{Y(30, 60) + ty(30, 60, 0.8, -0.24)},
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{Z(30, 60) + tz(30, 60, 0.8, -0.24)}
|
||||
) node[pos = 0.7, anchor = south west, inner sep = 0pt] {$\t{\nabla\gamma_2(0)}$};
|
||||
|
||||
\node[anchor = north] at (x) {$\mat{x}$};
|
||||
\node[circle, inner sep={1pt}, outer sep={0pt}, fill=black] at (x) {};
|
||||
|
||||
\end{axis}
|
||||
\end{tikzpicture}
|
||||
\end{document}
|
||||
|
|
@ -0,0 +1,118 @@
|
|||
\documentclass{standalone}
|
||||
|
||||
\usepackage{pgfplots} % TikZ (TeX ist kein Zeichenprogramm)
|
||||
\usetikzlibrary{calc, perspective, pgfplots.colormaps} % PGF-Plot / TikZ config
|
||||
|
||||
\pgfplotsset{
|
||||
compat = newest,
|
||||
colormap = {grayscale}{color=(lightgray) color=(white) color=(lightgray)},
|
||||
colormap = {blackscale}{color=(black!70) color=(black!50) color=(black!70)},
|
||||
}
|
||||
|
||||
% Define the (component) embedding into the torus
|
||||
\tikzset{declare function = { % Note: NO spaces in function argument list!
|
||||
Z(\u,\v) = 0.4 * \u * \u * cos(\v * 120);
|
||||
bx(\t) = -0.5 + 0.3 * cos(\t) + 0.05 * sin(3 * \t);
|
||||
by(\t) = 0.2 + 0.3 * sin(\t);
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||||
}}
|
||||
|
||||
% Further packages and macros
|
||||
\usepackage{amssymb, bm}
|
||||
|
||||
\renewcommand{\t}[1]{{#1}^{T}}
|
||||
\newcommand{\mat}[1]{\boldsymbol{#1}}
|
||||
\newcommand{\manifold}[1]{\mathfrak{#1}}
|
||||
|
||||
|
||||
|
||||
\begin{document}
|
||||
\begin{tikzpicture}[>=latex]
|
||||
|
||||
\begin{axis}[
|
||||
axis equal image,
|
||||
hide axis,
|
||||
view = {120}{30},
|
||||
scale = 1,
|
||||
clip = false
|
||||
]
|
||||
\coordinate (O) at (0, 0, 0);
|
||||
|
||||
\draw[->] (-0.1, 0, 0) -- (0.6, 0, 0) node[pos = 1.1] {};
|
||||
\draw[->] (0, -0.1, 0) -- (0, 1.2, 0) node[pos = 1.1] {};
|
||||
\draw[->] (0, 0, -0.1) -- (0, 0, 1.0) node[pos = 1.1] {};
|
||||
|
||||
\addplot3[
|
||||
surf,
|
||||
shader = faceted interp,
|
||||
samples = 16,
|
||||
samples y = 16,
|
||||
domain = -1:0.4,
|
||||
domain y = -0.5:1,
|
||||
z buffer = sort,
|
||||
colormap name = grayscale,
|
||||
thin
|
||||
]
|
||||
({\x}, {\y}, {Z(\x, \y)});
|
||||
|
||||
\addplot3[
|
||||
samples = 64,
|
||||
samples y = 0,
|
||||
domain = 0:360,
|
||||
color = black!40!gray,
|
||||
fill = black,
|
||||
fill opacity = 0.1,
|
||||
colormap name = blackscale,
|
||||
thick
|
||||
]
|
||||
({bx(\x)}, {by(\x)}, {Z(bx(\x), by(\x))});
|
||||
|
||||
\coordinate (coordU) at ({bx(150)}, {by(150)}, {Z(bx(150), by(150))});
|
||||
|
||||
\node[anchor = south west] (U) at (coordU) {$U$};
|
||||
|
||||
\node[
|
||||
circle, fill=black, inner sep=0.75pt, label={$\mat{\theta}_0$}
|
||||
] (theta0) at (-0.5, 0.2, {Z(-0.5, 0.2)}) {};
|
||||
|
||||
\node at (0, 0.5, 1.2) {$\Theta\subseteq\mathbb{R}^p$};
|
||||
|
||||
\node (UU) at ({bx(0)}, {by(0)}, {Z(bx(0), by(0))}) {};
|
||||
|
||||
\end{axis}
|
||||
|
||||
\begin{scope}[shift = {(11cm, 2cm)}, scale = 2.5]
|
||||
|
||||
\coordinate (O) at (-1.1, -0.3);
|
||||
|
||||
\draw[step=0.1, lightgray!80, thin] (O) grid +(1.2, 1.2);
|
||||
|
||||
\draw[->] ($(O) - (0.05, 0)$) -- +(1.4, 0) node[pos=1.1] {};
|
||||
\draw[->] ($(O) - (0, 0.05)$) -- +(0, 1.4) node[pos=1.1] {};
|
||||
|
||||
\draw[domain=0:360, smooth, variable=\x, fill=black, fill opacity = 0.1, thick] plot ({bx(\x)}, {by(\x)});
|
||||
|
||||
\node[
|
||||
circle, fill=black, inner sep=0.75pt, label={$\mat{s}_0$}
|
||||
] (s0) at (-0.5, 0.2) {};
|
||||
|
||||
\coordinate (coordPhiU) at ({bx(90)}, {by(90)});
|
||||
|
||||
\node[anchor = south east, outer sep = 0pt] (phiU) at (coordPhiU) {$\varphi(U)$};
|
||||
|
||||
\node at (-0.5, 1.28) {$\varphi(U)\subseteq\mathbb{R}^d$};
|
||||
|
||||
\node (phiUU) at ({bx(270)}, {by(270)}) {};
|
||||
|
||||
\end{scope}
|
||||
|
||||
|
||||
\draw[->, out = 20, in = 160] (U.north east) to node[above, pos = 0.5] {$\varphi$} (phiU.north west);
|
||||
\draw[->, out = 200, in = 340] (phiU.south west) to node[above, pos = 0.5] {$\varphi^{-1}$} (U.south east);
|
||||
|
||||
\node (R) at (6.1, 0) {$\mathbb{R}$};
|
||||
|
||||
\draw[->, out = 270, in = 180] (UU) to node[below left, pos = 0.6] {$M$} (R);
|
||||
\draw[->, out = 270, in = 0] (phiUU) to node[below right, pos = 0.4] {$M_{\varphi}$} (R);
|
||||
|
||||
\end{tikzpicture}
|
||||
\end{document}
|
||||
|
|
@ -0,0 +1,78 @@
|
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\documentclass{standalone}
|
||||
|
||||
\usepackage[LSB, T1]{fontenc}
|
||||
\usepackage{chessboard}
|
||||
\usepackage{skak}
|
||||
\usepackage{tikz, tikz-3dplot}
|
||||
\usepackage{amsmath}
|
||||
\usepackage{xcolor}
|
||||
|
||||
\newcommand{\z}{{\color{gray}0}}
|
||||
|
||||
\tdplotsetmaincoords{80}{135}
|
||||
|
||||
\setboardfontencoding{LSB}
|
||||
|
||||
\setchessboard{linewidth = 0.1em, showmover = false, smallboard}
|
||||
|
||||
\newcommand{\chessplane}[2]{
|
||||
\begin{scope}[canvas is yz plane at x={-#1 * 0.8}, transform shape]
|
||||
\node[fill = white, opacity = 0.7, outer sep=0pt, inner sep=2pt] (layer#1) at (0, 0) {
|
||||
\chessboard[
|
||||
margin=false,
|
||||
pgfstyle=text,
|
||||
text=\textbf{1},
|
||||
markfields={#2},
|
||||
label=false
|
||||
]
|
||||
};
|
||||
\end{scope}
|
||||
}
|
||||
|
||||
\begin{document}
|
||||
\begin{tikzpicture}
|
||||
|
||||
\begin{scope}[tdplot_main_coords, scale = 1]
|
||||
\chessplane{12}{e8};
|
||||
\chessplane{11}{d8};
|
||||
\chessplane{10}{a8, h8};
|
||||
\chessplane{9}{c8, f8};
|
||||
\chessplane{8}{b8, g8};
|
||||
\chessplane{7}{a7, b7, c7, d7, e5, f7, g7, h7};
|
||||
\chessplane{6}{e1};
|
||||
\chessplane{5}{d1};
|
||||
\chessplane{4}{a1, h1};
|
||||
\chessplane{3}{c1, f1};
|
||||
\chessplane{2}{c3, g1};
|
||||
\chessplane{1}{a2, b2, c2, d2, e4, f2, g2, h2};
|
||||
|
||||
\begin{scope}[canvas is yz plane at x={-1}, transform shape]
|
||||
\node[anchor = south, rotate = 90] at (layer1.west) {Ranks / Axis 1};
|
||||
\node[anchor = north] at (layer1.south) {Files / Axis 2};
|
||||
\end{scope}
|
||||
|
||||
\coordinate (offset) at (layer1.west);
|
||||
\newdimen\xoffset
|
||||
\pgfextractx{\xoffset}{\pgfpointanchor{offset}{center}}
|
||||
\begin{scope}[canvas is xz plane at y=\xoffset, transform shape, xscale=-1]
|
||||
\path (layer1.north west) -- (layer12.north west) node[
|
||||
pos = 0.5, anchor = south
|
||||
] {Pieces / Mixture Components};
|
||||
\end{scope}
|
||||
\end{scope}
|
||||
|
||||
\coordinate (tensor north) at (current bounding box.north);
|
||||
|
||||
\node[shift = {(0, 0)}, anchor = east] (pos) at (current bounding box.west) {{
|
||||
\setchessboard{linewidth = 0.1em, showmover = false, smallboard}
|
||||
\newgame
|
||||
% The Vienna Game
|
||||
\hidemoves{1. e4 e5 2.Nc3} % Like `\mainline` but does NOT show the PGN line
|
||||
\chessboard{}
|
||||
}};
|
||||
|
||||
\node[anchor = south] at (pos.center |- tensor north) {Position};
|
||||
\node[anchor = south] at (tensor north) {Encoding};
|
||||
\end{tikzpicture}
|
||||
|
||||
\end{document}
|
||||
|
|
@ -0,0 +1,36 @@
|
|||
\begin{tikzpicture}[scale = \tikzscale], line width = 1pt]
|
||||
|
||||
\def\rect#1#2#3{
|
||||
\draw (0, 0, 0) -- (#1, 0, 0) -- (#1, #2, 0) -- (0, #2, 0) -- cycle;
|
||||
|
||||
\draw[ ] (#1, 0, -#3) -- (#1, #2, -#3) -- (0, #2, -#3);
|
||||
\draw[dashed] (#1, 0, -#3) -- (0, 0, -#3) -- (0, #2, -#3);
|
||||
|
||||
\draw[dashed] (0, 0, 0) -- (0, 0, -#3);
|
||||
\draw[ ] (0, #2, 0) -- (0, #2, -#3);
|
||||
\draw[ ] (#1, 0, 0) -- (#1, 0, -#3);
|
||||
\draw[ ] (#1, #2, 0) -- (#1, #2, -#3);
|
||||
}
|
||||
|
||||
\begin{scope}[yshift = 1cm, line width = 1pt]
|
||||
\rect{1.5}{1}{2}
|
||||
\node[font = \boldmath] at (1, 0.5) {$\ten{R}(\ten{X})$};
|
||||
\end{scope}
|
||||
\rect{3}{2}{4}
|
||||
\node at (2, 0.5) {$\ten{X} - \E\ten{X}$};
|
||||
|
||||
\draw[lightgray, line width = 0.7pt] (-2.1, 2) arc (180:270:2);
|
||||
\draw[fill = lightgray, fill opacity = 0.7] (-2.1, 1) rectangle +(2, 1)
|
||||
node [pos = 0.5] {$\t{\mat{\beta}_1}$};
|
||||
|
||||
\draw[lightgray, line width = 0.7pt, domain = 0:1, smooth, variable = \t]
|
||||
plot ({0}, {2.1 + 4 * cos(90 * \t)}, {-4 * sin(90 * \t)});
|
||||
\draw[fill = lightgray, fill opacity = 0.7]
|
||||
(0, 2.1, 0) -- (0, 2.1, -2) -- (0, 6.1, -2) -- (0, 6.1, 0) -- cycle;
|
||||
\node[opacity = 0.7, cm={0.66, 0.66, 0, 1, (0, 0)}]
|
||||
at (0, 4.1, -1.1) {$\t{\mat{\beta}_3}$};
|
||||
|
||||
\draw[lightgray, line width = 0.7pt] (0, 5.1) arc (90:0:3);
|
||||
\draw[fill = lightgray, fill opacity = 0.7] (0, 2.1) rectangle +(1.5, 3)
|
||||
node [pos = 0.5] {$\t{\mat{\beta}_2}$};
|
||||
\end{tikzpicture}
|
||||
2573
LaTeX/main.bib
2573
LaTeX/main.bib
File diff suppressed because it is too large
Load Diff
872
LaTeX/paper.tex
872
LaTeX/paper.tex
File diff suppressed because it is too large
Load Diff
|
|
@ -0,0 +1,6 @@
|
|||
sample.size rep time.gmlm dist.subspace.gmlm dist.projection.gmlm time.pca dist.subspace.pca dist.projection.pca time.hopca dist.subspace.hopca dist.projection.hopca time.tsir dist.subspace.tsir dist.projection.tsir time.mgcca dist.subspace.mgcca dist.projection.mgcca
|
||||
100 50.5 0.03385 0.2433541701 0.2433541701 0.00226 0.863261257 0.863261257 0.00132 0.961234054 0.961234054 0.01148 0.27002415 0.27002415 0.02002 0.726356935 0.726356935
|
||||
200 50.5 0.05152 0.1649899379 0.1649899379 0.00217 0.852767026 0.852767026 0.00266 0.960479878 0.960479878 0.01373 0.1884941138 0.1884941138 0.01991 0.713602535 0.713602535
|
||||
300 50.5 0.06495 0.1336658703 0.1336658703 0.00486 0.843714531 0.843714531 0.01064 0.958630831 0.958630831 0.01328 0.1526304709 0.1526304709 0.02 0.71557788 0.71557788
|
||||
500 50.5 0.13549 0.1032317816 0.1032317816 0.00938 0.846591187 0.846591187 0.01447 0.959566069 0.959566069 0.01722 0.1208618464 0.1208618464 0.05966 0.713613799 0.713613799
|
||||
750 50.5 0.19323 0.0920445927 0.0920445927 0.00751 0.843049644 0.843049644 0.02065 0.95998194 0.95998194 0.02132 0.1040318623 0.1040318623 0.06884 0.708925464 0.708925464
|
||||
|
|
|
@ -0,0 +1,6 @@
|
|||
sample.size rep time.gmlm dist.subspace.gmlm dist.projection.gmlm time.pca dist.subspace.pca dist.projection.pca time.hopca dist.subspace.hopca dist.projection.hopca time.tsir dist.subspace.tsir dist.projection.tsir time.mgcca dist.subspace.mgcca dist.projection.mgcca
|
||||
100 50.5 0.14271 0.1354623792 0.1798569269 0.0025 0.805020847 0.999758145 0.00145 0.761295768 0.954043725 0.0099 0.1994699895 0.265283655 0.56208 0.770351142 0.999521275
|
||||
200 50.5 0.31697 0.091214259 0.1210839439 0.00241 0.802922368 0.999879665 0.00257 0.730120539 0.925368399 0.0111 0.1483718847 0.1994800746 0.59856 0.758579776 0.999522252
|
||||
300 50.5 0.39396 0.0726682553 0.0971497767 0.00586 0.806481505 0.999904273 0.00971 0.749474609 0.94434003 0.01265 0.1159595746 0.1577793427 0.56191 0.761351696 0.999435422
|
||||
500 50.5 0.83078 0.0580925082 0.0779289812 0.00612 0.80574294 0.999944057 0.01732 0.751571927 0.947305126 0.01541 0.0917985004 0.12450158 2.16411 0.755277454 0.999081992
|
||||
750 50.5 1.34147 0.0461519857 0.0610860564 0.00908 0.805450073 0.999961492 0.02064 0.749556315 0.945706618 0.02024 0.0797286457 0.1077928847 2.6289 0.750454219 0.999378091
|
||||
|
|
|
@ -0,0 +1,6 @@
|
|||
sample.size rep time.gmlm dist.subspace.gmlm time.pca dist.subspace.pca time.hopca dist.subspace.hopca time.tsir dist.subspace.tsir time.mgcca dist.subspace.mgcca
|
||||
100 50.5 0.53037 0.225507724 0.00225 0.268624529 0.0012 0.268631852 0.00927 0.975552785 0.01707 0.268634801
|
||||
200 50.5 0.92916 0.1462304967 0.00229 0.268618192 0.00247 0.268627434 0.01055 0.969086651 0.0149 0.268616289
|
||||
300 50.5 1.28251 0.118119137 0.00404 0.268672296 0.01078 0.268679546 0.01247 0.937344184 0.0181 0.268678444
|
||||
500 50.5 2.50673 0.0925056109 0.00548 0.268620612 0.01687 0.268627137 0.01547 0.920788974 0.04591 0.268609548
|
||||
750 50.5 3.78846 0.0734930824 0.00654 0.268629405 0.02286 0.26863585 0.0202 0.895542158 0.05844 0.268624504
|
||||
|
|
|
@ -0,0 +1,6 @@
|
|||
sample.size rep time.gmlm dist.subspace.gmlm dist.projection.gmlm time.pca dist.subspace.pca dist.projection.pca time.hopca dist.subspace.hopca dist.projection.hopca time.tsir dist.subspace.tsir dist.projection.tsir time.mgcca dist.subspace.mgcca dist.projection.mgcca
|
||||
100 50.3838383838384 0.19140404040404 0.159429996868687 0.217885249393939 0.00227272727272727 0.81991723030303 0.999889914141414 0.00136363636363636 0.7542142 0.956573433333333 0.00942424242424242 0.312921257070707 0.425537564949495 0.260232323232323 0.763839525252525 0.998650488888889
|
||||
200 50.5 0.29272 0.1106441325 0.1502575874 0.00215 0.817273094 0.999952668 0.00267 0.756428697 0.961631268 0.01125 0.2406254633 0.3291691439 0.25668 0.752812085 0.997789874
|
||||
300 50.5 0.40969 0.0942165171 0.1284457744 0.00577 0.817365328 0.99997193 0.00976 0.755867381 0.962490478 0.01219 0.2079868565 0.287219385 0.25407 0.744109244 0.997966974
|
||||
500 50.5 0.80715 0.0671783369 0.092410679 0.00584 0.815885787 0.99998542 0.01576 0.745753387 0.955364336 0.01536 0.1719722289 0.2389028516 0.99684 0.74347681 0.998687779
|
||||
750 50.5 1.30069 0.0560128971 0.077140984 0.00736 0.817057557 0.999983813 0.02158 0.745917278 0.955524558 0.01902 0.1544664904 0.2144889183 1.26885 0.742632193 0.998826916
|
||||
|
|
|
@ -0,0 +1,6 @@
|
|||
sample.size rep time.gmlm dist.subspace.gmlm dist.projection.gmlm time.pca dist.subspace.pca dist.projection.pca time.hopca dist.subspace.hopca dist.projection.hopca time.tsir dist.subspace.tsir dist.projection.tsir time.mgcca dist.subspace.mgcca dist.projection.mgcca
|
||||
100 50.5 0.02532 0.736796092 1 0.00209 0.900231255 0.999317475 0.00057 0.844797856 1 0.01269 0.768475572 1 0.03429 0.801702356 0.996195093
|
||||
200 50.5 0.02118 0.723026339 1 0.00202 0.897808634 0.999511768 0.00076 0.821791902 1 0.01143 0.729274976 1 0.03156 0.754417729 0.993998159
|
||||
300 50.5 0.02073 0.719268149 1 0.00253 0.896381124 0.999790203 0.00086 0.810580445 1 0.0108 0.723298879 1 0.03314 0.730024383 0.994609905
|
||||
500 50.5 0.06797 0.714404844 1 0.00556 0.894836313 0.999794819 0.00472 0.806682723 1 0.01003 0.719358531 1 0.08743 0.70385003 0.990669984
|
||||
750 50.5 0.08089 0.712524515 1 0.00652 0.894548046 0.999845024 0.00646 0.800351207 1 0.011 0.716469876 1 0.10204 0.687227594 0.991626558
|
||||
|
|
|
@ -0,0 +1,6 @@
|
|||
sample.size rep time.gmlm dist.subspace.gmlm time.tnormal dist.subspace.tnormal time.pca dist.subspace.pca time.hopca dist.subspace.hopca time.lpca dist.subspace.lpca time.clpca dist.subspace.clpca time.tsir dist.subspace.tsir time.mgcca dist.subspace.mgcca
|
||||
100 50.5 3.45133 0.337616233 -1 0.3481195602 0.00072 0.895240418 0.00078 0.895726045 0.03836 0.940902054 0.01723 0.905975108 0.01174 0.4840146138 0.01181 0.552492798
|
||||
200 50.5 3.53892 0.2469025607 -1 0.258109693 0.00072 0.899078549 0.00073 0.898430313 0.0454 0.96077596 0.0172 0.909073167 0.01033 0.3767345117 0.00636 0.529634143
|
||||
300 50.5 3.32198 0.1973335545 -1 0.2202339413 7e-04 0.894730117 0.00099 0.89457278 0.04582 0.96650364 0.01672 0.906092011 0.01085 0.2945936124 0.00647 0.506940794
|
||||
500 50.5 3.47776 0.1560136925 -1 0.178495357 0.00081 0.897138615 0.00142 0.896433003 0.05409 0.982097991 0.01885 0.907027647 0.01102 0.2348182831 0.00751 0.504727342
|
||||
750 50.5 3.63432 0.1338283596 -1 0.1501165074 0.00091 0.896805421 0.00194 0.896259394 0.06547 0.98164125 0.0208 0.906989078 0.01159 0.2264630936 0.00888 0.525239052
|
||||
|
|
|
@ -0,0 +1,6 @@
|
|||
sample.size rep time.gmlm dist.subspace.gmlm dist.projection.gmlm time.tnormal dist.subspace.tnormal dist.projection.tnormal time.pca dist.subspace.pca dist.projection.pca time.hopca dist.subspace.hopca dist.projection.hopca time.lpca dist.subspace.lpca dist.projection.lpca time.clpca dist.subspace.clpca dist.projection.clpca time.tsir dist.subspace.tsir dist.projection.tsir time.mgcca dist.subspace.mgcca dist.projection.mgcca
|
||||
100 50.5 2.61295 0.3403757357 0.3403757357 -1 0.3479059356 0.3479059356 6e-04 0.825472384 0.985301393 0.00064 0.898420853 0.898420853 0.03221 0.819788638 0.984818682 0.08248 0.830116397 0.985435015 0.00525 0.5383179747 0.5383179747 0.03822 0.684322002 0.87142619
|
||||
200 50.5 2.69877 0.2336318211 0.2336318211 -1 0.2242954626 0.2242954626 0.00062 0.805871266 0.986137373 0.00083 0.894115576 0.894115576 0.04415 0.805329005 0.98705536 0.09073 0.813651382 0.988806844 0.00584 0.3463104772 0.3463104772 0.03612 0.607852417 0.779137501
|
||||
300 50.5 2.84797 0.17056658598 0.17056658598 -1 0.177746684 0.177746684 0.00065 0.809654889 0.993082221 0.00099 0.901032982 0.901032982 0.05754 0.809330963 0.994445446 0.09848 0.817965106 0.995003702 0.00587 0.23915106584 0.23915106584 0.03905 0.564592137 0.722673845
|
||||
500 50.5 2.99338 0.1421103262 0.1421103262 -1 0.14097689578 0.14097689578 8e-04 0.801989292 0.996579785 0.00143 0.911579678 0.911579678 0.06962 0.804787754 0.997525521 0.11444 0.814022873 0.99807076 0.00645 0.1904496139 0.1904496139 0.04446 0.506345649 0.646893436
|
||||
750 50.5 3.13791 0.1099093089 0.1099093089 -1 0.11200510849 0.11200510849 0.00085 0.803412662 0.997339272 0.0018 0.90974563 0.90974563 0.06278 0.805842802 0.998157979 0.12508 0.816324572 0.998309878 0.00736 0.14247728474 0.14247728474 0.04683 0.488465089 0.623423991
|
||||
|
|
|
@ -0,0 +1,6 @@
|
|||
sample.size rep time.gmlm dist.subspace.gmlm time.tnormal dist.subspace.tnormal time.pca dist.subspace.pca time.hopca dist.subspace.hopca time.lpca dist.subspace.lpca time.clpca dist.subspace.clpca time.tsir dist.subspace.tsir time.mgcca dist.subspace.mgcca
|
||||
100 50.5 3.09356 0.3156118185 -1 0.333911302 0.00073 0.878676674 0.00075 0.896222186 0.09113 0.806536411 0.04383 0.896834118 0.01101 0.497285466 0.01193 0.575079476
|
||||
200 50.5 3.12299 0.2077510819 -1 0.2436035005 0.00066 0.874724783 0.00079 0.889384878 0.09807 0.733886862 0.04732 0.894434769 0.01046 0.324664115 0.00669 0.576863144
|
||||
300 50.5 3.16421 0.1861360687 -1 0.2008576102 0.00078 0.870909384 0.00102 0.886922724 0.11782 0.7481989 0.0503 0.893348533 0.01119 0.2976653034 0.00771 0.585351528
|
||||
500 50.5 3.2918 0.1462556459 -1 0.1719980649 0.00085 0.874809929 0.00141 0.888039936 0.16421 0.725505512 0.06 0.894785099 0.01279 0.2572542268 0.00873 0.585034361
|
||||
750 50.5 3.34843 0.1180667497 -1 0.1269961448 0.00084 0.87183362 0.00184 0.888721897 0.22709 0.667001863 0.07148 0.891578538 0.01242 0.2446346482 0.00958 0.589975817
|
||||
|
|
|
@ -0,0 +1,6 @@
|
|||
sample.size rep time.gmlm dist.subspace.gmlm dist.projection.gmlm time.tnormal dist.subspace.tnormal dist.projection.tnormal time.pca dist.subspace.pca dist.projection.pca time.hopca dist.subspace.hopca dist.projection.hopca time.lpca dist.subspace.lpca dist.projection.lpca time.clpca dist.subspace.clpca dist.projection.clpca time.tsir dist.subspace.tsir dist.projection.tsir time.mgcca dist.subspace.mgcca dist.projection.mgcca
|
||||
100 50.5 3.03076 0.3036349361 0.3036349361 -1 0.2868643362 0.2868643362 0.00073 0.818177689 0.984435713 0.00063 0.755946643 0.755946643 0.05648 0.819181741 0.953681387 0.0867 0.822312566 0.986781953 0.00613 0.4019671947 0.4019671947 0.04573 0.588313518 0.75377487
|
||||
200 50.5 3.10805 0.1992945381 0.1992945381 -1 0.2020230182 0.2020230182 0.00074 0.814338816 0.987890451 0.00093 0.690811228 0.690811228 0.05801 0.81457008 0.961377759 0.08991 0.825394861 0.991647771 0.00599 0.2511707246 0.2511707246 0.04656 0.476761868 0.629632653
|
||||
300 50.5 3.3052 0.1546113425 0.1546113425 -1 0.1537117318 0.1537117318 0.00075 0.798497064 0.993693989 0.00099 0.729634976 0.729634976 0.05696 0.820224046 0.982252313 0.09375 0.806834524 0.992228985 0.00636 0.1790215654 0.1790215654 0.04835 0.37049092 0.4917621054
|
||||
500 50.5 3.88258 0.1130383355 0.1130383355 -1 0.11118393534 0.11118393534 0.00095 0.817445534 0.996960022 0.00148 0.651972301 0.651972301 0.07627 0.816560225 0.989645322 0.11561 0.837453121 0.996154736 0.00715 0.1217933129 0.1217933129 0.06199 0.2348135641 0.3010364601
|
||||
750 50.5 3.97107 0.09585699718 0.09585699718 -1 0.09463671116 0.09463671116 0.00106 0.829576522 0.996509465 0.00179 0.6203066621 0.6203066621 0.09122 0.820908322 0.988956119 0.13158 0.849250091 0.997066922 0.00765 0.10393120662 0.10393120662 0.06512 0.1950222554 0.2482127769
|
||||
|
|
|
@ -0,0 +1,36 @@
|
|||
dim exact MC MCthrd
|
||||
1 73.5012 2479.1000 5306.4984
|
||||
2 59.9796 8664.1598 9779.8466
|
||||
3 64.5056 12914.5464 16183.0764
|
||||
4 53.2328 16508.2854 17870.7350
|
||||
5 96.9536 24127.6058 21767.8086
|
||||
6 63.4716 28597.2378 26124.3540
|
||||
7 72.9282 40515.4708 29894.6794
|
||||
8 104.7062 50231.4678 38400.2156
|
||||
9 92.1626 63120.4664 43210.9808
|
||||
10 137.0708 78229.7892 45129.4508
|
||||
11 199.2572 90637.2042 52743.8126
|
||||
12 416.4218 110416.5194 53946.7448
|
||||
13 1300.8774 113405.5306 62789.0696
|
||||
14 1613.6268 147592.3898 65697.4700
|
||||
15 4308.1456 150118.8002 77611.7774
|
||||
16 6218.6118 169137.1948 79600.3404
|
||||
17 19130.1692 193395.2364 84645.9674
|
||||
18 35013.7520 191694.0282 89612.3666
|
||||
19 79783.0592 219430.7520 89025.0298
|
||||
20 164029.9676 221552.7670 97877.6912
|
||||
21 344260.9886 NaN NaN
|
||||
22 727962.7158 NaN NaN
|
||||
23 1575072.6418 NaN NaN
|
||||
24 3408482.1812 NaN NaN
|
||||
30 NaN 432889.7808 159195.6658
|
||||
40 NaN 675539.2932 227844.4468
|
||||
50 NaN 921443.9964 322103.8008
|
||||
60 NaN 1249191.1684 365132.1606
|
||||
70 NaN 1634723.4776 463334.2788
|
||||
80 NaN 2020644.9422 517770.1918
|
||||
90 NaN 2341498.2072 608483.0752
|
||||
100 NaN 2912498.1526 720652.3034
|
||||
110 NaN 3485288.1716 872467.7020
|
||||
120 NaN 4134359.9114 985625.2118
|
||||
130 NaN 4619163.4688 1064965.6310
|
||||
|
|
|
@ -0,0 +1,55 @@
|
|||
rho order beta.version dist.subspace.gmlm dist.subspace.tsir dist.subspace.sir
|
||||
0 2 1 0.05561496033 0.05061728586 0.0937440796
|
||||
0.1 2 1 0.05695142139 0.0470966691 0.0926586359
|
||||
0.2 2 1 0.06091107141 0.05239605337 0.0908641089
|
||||
0.3 2 1 0.06307756487 0.05222743771 0.1017065255
|
||||
0.4 2 1 0.0660642872 0.06165316957 0.101956927
|
||||
0.5 2 1 0.0607144752 0.06296036226 0.1132399708
|
||||
0.6 2 1 0.0680270013 0.07738945736 0.1338582214
|
||||
0.7 2 1 0.08308930348 0.1022448411 0.1719732064
|
||||
0.8 2 1 0.09393400477 0.1391586209 0.26938282
|
||||
0 3 1 0.0417583747 0.04632848929 0.2461782677
|
||||
0.1 3 1 0.0434276533 0.05218873186 0.2213153802
|
||||
0.2 3 1 0.04597206968 0.0570669677 0.249537892
|
||||
0.3 3 1 0.04502304399 0.0614214213 0.27102197
|
||||
0.4 3 1 0.0473382351 0.0792024647 0.319204514
|
||||
0.5 3 1 0.0566416444 0.1123603747 0.402911276
|
||||
0.6 3 1 0.0635449054 0.1726250727 0.514738707
|
||||
0.7 3 1 0.0790087287 0.3119839854 0.696578663
|
||||
0.8 3 1 0.1049010818 0.625019551 0.901082248
|
||||
0 4 1 0.0318544676 0.0756838662 0.763664746
|
||||
0.1 4 1 0.0291616189 0.0732198203 0.724917238
|
||||
0.2 4 1 0.0339593815 0.0892676958 0.727812142
|
||||
0.3 4 1 0.033896654 0.1217472737 0.802679627
|
||||
0.4 4 1 0.0421267215 0.1792376247 0.875051648
|
||||
0.5 4 1 0.0497214363 0.2948337295 0.920789642
|
||||
0.6 4 1 0.0649548512 0.516274211 0.961926272
|
||||
0.7 4 1 0.0796107149 0.82163525 0.969975565
|
||||
0.8 4 1 0.1319282631 0.952178592 0.969918026
|
||||
0 2 2 0.04419882713 0.05007045448 0.0981350583
|
||||
0.1 2 2 0.04771625635 0.06317718403 0.0994558305
|
||||
0.2 2 2 0.05842513124 0.07257500657 0.1393608074
|
||||
0.3 2 2 0.06074603789 0.0937379307 0.1469685419
|
||||
0.4 2 2 0.06804359146 0.13265083527 0.1811307013
|
||||
0.5 2 2 0.08431280029 0.15490492217 0.2644350099
|
||||
0.6 2 2 0.0972256132 0.2322527248 0.3252648145
|
||||
0.7 2 2 0.11758589026 0.3462559988 0.493115596
|
||||
0.8 2 2 0.17756305 0.5735205103 0.688565503
|
||||
0 3 2 0.03463284148 0.0894755449 0.413328838
|
||||
0.1 3 2 0.04180307759 0.1390793707 0.497959545
|
||||
0.2 3 2 0.0460221535 0.2086373171 0.63903354
|
||||
0.3 3 2 0.0537508593 0.3124281256 0.748414045
|
||||
0.4 3 2 0.060618005 0.495823454 0.890088075
|
||||
0.5 3 2 0.0853542084 0.6712004401 0.956569545
|
||||
0.6 3 2 0.0910737894 0.853848871 0.985803877
|
||||
0.7 3 2 0.1435666309 0.965105066 0.995326644
|
||||
0.8 3 2 0.1842180974 0.993108512 0.996942006
|
||||
0 4 2 0.03189456039 0.260763794 0.958145847
|
||||
0.1 4 2 0.03256901682 0.413864983 0.981053177
|
||||
0.2 4 2 0.03944012707 0.635137383 0.99257835
|
||||
0.3 4 2 0.0491580489 0.87045687 0.99829348
|
||||
0.4 4 2 0.0633184796 0.961679634 0.999828802
|
||||
0.5 4 2 0.0785727515 0.996049666 0.999905562
|
||||
0.6 4 2 0.118468394 0.99986322 0.999134535
|
||||
0.7 4 2 0.1952382107 0.999994091 0.9319280744
|
||||
0.8 4 2 0.055013371 0.999999997 0.87224130919
|
||||
|
|
|
@ -0,0 +1,43 @@
|
|||
% Authomatically generated by `dataAnalysis/chess.R`
|
||||
|
||||
\documentclass{standalone}
|
||||
|
||||
\usepackage[LSB, T1]{fontenc}
|
||||
\usepackage{chessboard}
|
||||
\usepackage{skak}
|
||||
\usepackage{tikz}
|
||||
\usepackage{amsmath}
|
||||
\usepackage{xcolor}
|
||||
|
||||
\setboardfontencoding{LSB}
|
||||
|
||||
\setchessboard{linewidth = 0.1em, showmover = false, smallboard}
|
||||
|
||||
\definecolor{col1}{HTML}{5F1415} \definecolor{col2}{HTML}{641818} \definecolor{col3}{HTML}{681B1C} \definecolor{col4}{HTML}{6D1F1F} \definecolor{col5}{HTML}{722222} \definecolor{col6}{HTML}{772526} \definecolor{col7}{HTML}{7C2829} \definecolor{col8}{HTML}{812B2C} \definecolor{col9}{HTML}{862F2F} \definecolor{col10}{HTML}{8B3232} \definecolor{col11}{HTML}{903535} \definecolor{col12}{HTML}{953838} \definecolor{col13}{HTML}{9A3B3B} \definecolor{col14}{HTML}{9F3E3E} \definecolor{col15}{HTML}{A44141} \definecolor{col16}{HTML}{A94444} \definecolor{col17}{HTML}{AE4747} \definecolor{col18}{HTML}{B34A4A} \definecolor{col19}{HTML}{B74E4E} \definecolor{col20}{HTML}{BA5353} \definecolor{col21}{HTML}{BD5758} \definecolor{col22}{HTML}{C05C5C} \definecolor{col23}{HTML}{C26061} \definecolor{col24}{HTML}{C56565} \definecolor{col25}{HTML}{C7696A} \definecolor{col26}{HTML}{CA6E6E} \definecolor{col27}{HTML}{CD7272} \definecolor{col28}{HTML}{CF7677} \definecolor{col29}{HTML}{D17A7B} \definecolor{col30}{HTML}{D47F7F} \definecolor{col31}{HTML}{D68383} \definecolor{col32}{HTML}{D88787} \definecolor{col33}{HTML}{DA8B8C} \definecolor{col34}{HTML}{DC8F90} \definecolor{col35}{HTML}{DE9394} \definecolor{col36}{HTML}{E09898} \definecolor{col37}{HTML}{E29C9C} \definecolor{col38}{HTML}{E4A0A0} \definecolor{col39}{HTML}{E6A4A4} \definecolor{col40}{HTML}{E8A8A8} \definecolor{col41}{HTML}{E9ABAC} \definecolor{col42}{HTML}{EBAFAF} \definecolor{col43}{HTML}{EDB3B3} \definecolor{col44}{HTML}{EEB7B7} \definecolor{col45}{HTML}{EFBBBB} \definecolor{col46}{HTML}{F1BEBF} \definecolor{col47}{HTML}{F2C2C2} \definecolor{col48}{HTML}{F3C6C6} \definecolor{col49}{HTML}{F4C9C9} \definecolor{col50}{HTML}{F5CDCD} \definecolor{col51}{HTML}{F6D0D0} \definecolor{col52}{HTML}{F7D4D4} \definecolor{col53}{HTML}{F8D7D7} \definecolor{col54}{HTML}{F8DADA} \definecolor{col55}{HTML}{F9DEDE} \definecolor{col56}{HTML}{F9E1E1} \definecolor{col57}{HTML}{FAE4E4} \definecolor{col58}{HTML}{FAE7E7} \definecolor{col59}{HTML}{FAEAEA} \definecolor{col60}{HTML}{FAECEC} \definecolor{col61}{HTML}{F9EFEF} \definecolor{col62}{HTML}{F9F1F1} \definecolor{col63}{HTML}{F8F4F4} \definecolor{col64}{HTML}{F7F6F6} \definecolor{col65}{HTML}{F6F6F7} \definecolor{col66}{HTML}{F4F5F8} \definecolor{col67}{HTML}{F1F3F8} \definecolor{col68}{HTML}{EFF1F8} \definecolor{col69}{HTML}{ECEFF8} \definecolor{col70}{HTML}{EAEDF8} \definecolor{col71}{HTML}{E7EBF8} \definecolor{col72}{HTML}{E4E8F8} \definecolor{col73}{HTML}{E1E6F7} \definecolor{col74}{HTML}{DEE3F7} \definecolor{col75}{HTML}{DAE1F6} \definecolor{col76}{HTML}{D7DEF5} \definecolor{col77}{HTML}{D4DCF4} \definecolor{col78}{HTML}{D0D9F4} \definecolor{col79}{HTML}{CDD6F3} \definecolor{col80}{HTML}{C9D3F2} \definecolor{col81}{HTML}{C5D0F1} \definecolor{col82}{HTML}{C2CDEF} \definecolor{col83}{HTML}{BECAEE} \definecolor{col84}{HTML}{BAC7ED} \definecolor{col85}{HTML}{B6C4EC} \definecolor{col86}{HTML}{B2C1EA} \definecolor{col87}{HTML}{AEBEE9} \definecolor{col88}{HTML}{AABAE8} \definecolor{col89}{HTML}{A6B7E6} \definecolor{col90}{HTML}{A2B4E5} \definecolor{col91}{HTML}{9EB1E3} \definecolor{col92}{HTML}{9AADE2} \definecolor{col93}{HTML}{95AAE0} \definecolor{col94}{HTML}{91A6DF} \definecolor{col95}{HTML}{8DA3DD} \definecolor{col96}{HTML}{88A0DB} \definecolor{col97}{HTML}{849CDA} \definecolor{col98}{HTML}{7F99D8} \definecolor{col99}{HTML}{7A95D6} \definecolor{col100}{HTML}{7592D4} \definecolor{col101}{HTML}{708ED3} \definecolor{col102}{HTML}{6B8BD1} \definecolor{col103}{HTML}{6687CF} \definecolor{col104}{HTML}{6184CD} \definecolor{col105}{HTML}{5B80CC} \definecolor{col106}{HTML}{567DCA} \definecolor{col107}{HTML}{5079C8} \definecolor{col108}{HTML}{4975C7} \definecolor{col109}{HTML}{4372C5} \definecolor{col110}{HTML}{3B6EC3} \definecolor{col111}{HTML}{356BC1} \definecolor{col112}{HTML}{3167BC} \definecolor{col113}{HTML}{2E63B6} \definecolor{col114}{HTML}{2B60B1} \definecolor{col115}{HTML}{275CAC} \definecolor{col116}{HTML}{2459A7} \definecolor{col117}{HTML}{2055A2} \definecolor{col118}{HTML}{1C529D} \definecolor{col119}{HTML}{174E98} \definecolor{col120}{HTML}{124B93} \definecolor{col121}{HTML}{0C478E} \definecolor{col122}{HTML}{05448A} \definecolor{col123}{HTML}{004085} \definecolor{col124}{HTML}{003D80} \definecolor{col125}{HTML}{00397C} \definecolor{col126}{HTML}{003678} \definecolor{col127}{HTML}{003274} \definecolor{col128}{HTML}{002F70}
|
||||
|
||||
\begin{document}
|
||||
\begin{tikzpicture}
|
||||
|
||||
\coordinate (pawn) at (0, 0);
|
||||
\coordinate (knight) at (5, 0);
|
||||
\coordinate (bishop) at (10, 0);
|
||||
\coordinate (rook) at (0, -5.2);
|
||||
\coordinate (queen) at (5, -5.2);
|
||||
\coordinate (king) at (10, -5.2);
|
||||
|
||||
\node (pawn) at (pawn) {\chessboard[color=col64,colorbackfield=a8,color=col107,colorbackfield=a7,color=col76,colorbackfield=a6,color=col66,colorbackfield=a5,color=col67,colorbackfield=a4,color=col65,colorbackfield=a3,color=col66,colorbackfield=a2,color=col64,colorbackfield=a1,color=col64,colorbackfield=b8,color=col102,colorbackfield=b7,color=col75,colorbackfield=b6,color=col66,colorbackfield=b5,color=col66,colorbackfield=b4,color=col65,colorbackfield=b3,color=col66,colorbackfield=b2,color=col64,colorbackfield=b1,color=col64,colorbackfield=c8,color=col101,colorbackfield=c7,color=col75,colorbackfield=c6,color=col66,colorbackfield=c5,color=col66,colorbackfield=c4,color=col65,colorbackfield=c3,color=col66,colorbackfield=c2,color=col64,colorbackfield=c1,color=col64,colorbackfield=d8,color=col102,colorbackfield=d7,color=col74,colorbackfield=d6,color=col66,colorbackfield=d5,color=col67,colorbackfield=d4,color=col65,colorbackfield=d3,color=col66,colorbackfield=d2,color=col64,colorbackfield=d1,color=col64,colorbackfield=e8,color=col102,colorbackfield=e7,color=col74,colorbackfield=e6,color=col66,colorbackfield=e5,color=col67,colorbackfield=e4,color=col65,colorbackfield=e3,color=col66,colorbackfield=e2,color=col64,colorbackfield=e1,color=col64,colorbackfield=f8,color=col105,colorbackfield=f7,color=col76,colorbackfield=f6,color=col66,colorbackfield=f5,color=col67,colorbackfield=f4,color=col65,colorbackfield=f3,color=col66,colorbackfield=f2,color=col64,colorbackfield=f1,color=col64,colorbackfield=g8,color=col103,colorbackfield=g7,color=col74,colorbackfield=g6,color=col66,colorbackfield=g5,color=col67,colorbackfield=g4,color=col65,colorbackfield=g3,color=col66,colorbackfield=g2,color=col64,colorbackfield=g1,color=col64,colorbackfield=h8,color=col110,colorbackfield=h7,color=col76,colorbackfield=h6,color=col67,colorbackfield=h5,color=col67,colorbackfield=h4,color=col65,colorbackfield=h3,color=col67,colorbackfield=h2,color=col64,colorbackfield=h1]};
|
||||
\node (knight) at (knight) {\chessboard[color=col88,colorbackfield=a8,color=col82,colorbackfield=a7,color=col78,colorbackfield=a6,color=col69,colorbackfield=a5,color=col70,colorbackfield=a4,color=col66,colorbackfield=a3,color=col70,colorbackfield=a2,color=col68,colorbackfield=a1,color=col105,colorbackfield=b8,color=col83,colorbackfield=b7,color=col75,colorbackfield=b6,color=col67,colorbackfield=b5,color=col68,colorbackfield=b4,color=col66,colorbackfield=b3,color=col68,colorbackfield=b2,color=col66,colorbackfield=b1,color=col88,colorbackfield=c8,color=col81,colorbackfield=c7,color=col77,colorbackfield=c6,color=col68,colorbackfield=c5,color=col69,colorbackfield=c4,color=col66,colorbackfield=c3,color=col69,colorbackfield=c2,color=col67,colorbackfield=c1,color=col104,colorbackfield=d8,color=col88,colorbackfield=d7,color=col79,colorbackfield=d6,color=col69,colorbackfield=d5,color=col70,colorbackfield=d4,color=col66,colorbackfield=d3,color=col70,colorbackfield=d2,color=col68,colorbackfield=d1,color=col88,colorbackfield=e8,color=col79,colorbackfield=e7,color=col74,colorbackfield=e6,color=col67,colorbackfield=e5,color=col68,colorbackfield=e4,color=col65,colorbackfield=e3,color=col68,colorbackfield=e2,color=col66,colorbackfield=e1,color=col92,colorbackfield=f8,color=col83,colorbackfield=f7,color=col78,colorbackfield=f6,color=col68,colorbackfield=f5,color=col70,colorbackfield=f4,color=col66,colorbackfield=f3,color=col70,colorbackfield=f2,color=col68,colorbackfield=f1,color=col125,colorbackfield=g8,color=col91,colorbackfield=g7,color=col78,colorbackfield=g6,color=col69,colorbackfield=g5,color=col70,colorbackfield=g4,color=col67,colorbackfield=g3,color=col70,colorbackfield=g2,color=col68,colorbackfield=g1,color=col93,colorbackfield=h8,color=col83,colorbackfield=h7,color=col78,colorbackfield=h6,color=col69,colorbackfield=h5,color=col70,colorbackfield=h4,color=col66,colorbackfield=h3,color=col70,colorbackfield=h2,color=col68,colorbackfield=h1]};
|
||||
\node (bishop) at (bishop) {\chessboard[color=col73,colorbackfield=a8,color=col72,colorbackfield=a7,color=col71,colorbackfield=a6,color=col80,colorbackfield=a5,color=col70,colorbackfield=a4,color=col76,colorbackfield=a3,color=col67,colorbackfield=a2,color=col66,colorbackfield=a1,color=col70,colorbackfield=b8,color=col70,colorbackfield=b7,color=col69,colorbackfield=b6,color=col74,colorbackfield=b5,color=col69,colorbackfield=b4,color=col72,colorbackfield=b3,color=col66,colorbackfield=b2,color=col68,colorbackfield=b1,color=col71,colorbackfield=c8,color=col66,colorbackfield=c7,color=col66,colorbackfield=c6,color=col78,colorbackfield=c5,color=col66,colorbackfield=c4,color=col68,colorbackfield=c3,color=col66,colorbackfield=c2,color=col67,colorbackfield=c1,color=col68,colorbackfield=d8,color=col68,colorbackfield=d7,color=col67,colorbackfield=d6,color=col70,colorbackfield=d5,color=col67,colorbackfield=d4,color=col69,colorbackfield=d3,color=col66,colorbackfield=d2,color=col67,colorbackfield=d1,color=col68,colorbackfield=e8,color=col68,colorbackfield=e7,color=col67,colorbackfield=e6,color=col71,colorbackfield=e5,color=col67,colorbackfield=e4,color=col70,colorbackfield=e3,color=col66,colorbackfield=e2,color=col65,colorbackfield=e1,color=col73,colorbackfield=f8,color=col70,colorbackfield=f7,color=col68,colorbackfield=f6,color=col82,colorbackfield=f5,color=col66,colorbackfield=f4,color=col75,colorbackfield=f3,color=col67,colorbackfield=f2,color=col65,colorbackfield=f1,color=col71,colorbackfield=g8,color=col70,colorbackfield=g7,color=col69,colorbackfield=g6,color=col73,colorbackfield=g5,color=col70,colorbackfield=g4,color=col70,colorbackfield=g3,color=col66,colorbackfield=g2,color=col79,colorbackfield=g1,color=col73,colorbackfield=h8,color=col72,colorbackfield=h7,color=col70,colorbackfield=h6,color=col79,colorbackfield=h5,color=col70,colorbackfield=h4,color=col75,colorbackfield=h3,color=col67,colorbackfield=h2,color=col64,colorbackfield=h1]};
|
||||
\node (rook) at (rook) {\chessboard[color=col104,colorbackfield=a8,color=col95,colorbackfield=a7,color=col105,colorbackfield=a6,color=col103,colorbackfield=a5,color=col97,colorbackfield=a4,color=col81,colorbackfield=a3,color=col84,colorbackfield=a2,color=col89,colorbackfield=a1,color=col95,colorbackfield=b8,color=col90,colorbackfield=b7,color=col97,colorbackfield=b6,color=col97,colorbackfield=b5,color=col92,colorbackfield=b4,color=col77,colorbackfield=b3,color=col81,colorbackfield=b2,color=col84,colorbackfield=b1,color=col105,colorbackfield=c8,color=col96,colorbackfield=c7,color=col106,colorbackfield=c6,color=col104,colorbackfield=c5,color=col98,colorbackfield=c4,color=col82,colorbackfield=c3,color=col85,colorbackfield=c2,color=col90,colorbackfield=c1,color=col89,colorbackfield=d8,color=col86,colorbackfield=d7,color=col91,colorbackfield=d6,color=col91,colorbackfield=d5,color=col87,colorbackfield=d4,color=col74,colorbackfield=d3,color=col79,colorbackfield=d2,color=col80,colorbackfield=d1,color=col93,colorbackfield=e8,color=col88,colorbackfield=e7,color=col95,colorbackfield=e6,color=col94,colorbackfield=e5,color=col90,colorbackfield=e4,color=col75,colorbackfield=e3,color=col80,colorbackfield=e2,color=col83,colorbackfield=e1,color=col100,colorbackfield=f8,color=col93,colorbackfield=f7,color=col102,colorbackfield=f6,color=col100,colorbackfield=f5,color=col95,colorbackfield=f4,color=col79,colorbackfield=f3,color=col83,colorbackfield=f2,color=col88,colorbackfield=f1,color=col97,colorbackfield=g8,color=col92,colorbackfield=g7,color=col99,colorbackfield=g6,color=col98,colorbackfield=g5,color=col93,colorbackfield=g4,color=col79,colorbackfield=g3,color=col83,colorbackfield=g2,color=col84,colorbackfield=g1,color=col106,colorbackfield=h8,color=col96,colorbackfield=h7,color=col108,colorbackfield=h6,color=col105,colorbackfield=h5,color=col99,colorbackfield=h4,color=col82,colorbackfield=h3,color=col85,colorbackfield=h2,color=col91,colorbackfield=h1]};
|
||||
\node (queen) at (queen) {\chessboard[color=col126,colorbackfield=a8,color=col125,colorbackfield=a7,color=col124,colorbackfield=a6,color=col122,colorbackfield=a5,color=col117,colorbackfield=a4,color=col110,colorbackfield=a3,color=col108,colorbackfield=a2,color=col99,colorbackfield=a1,color=col125,colorbackfield=b8,color=col125,colorbackfield=b7,color=col124,colorbackfield=b6,color=col123,colorbackfield=b5,color=col118,colorbackfield=b4,color=col111,colorbackfield=b3,color=col110,colorbackfield=b2,color=col101,colorbackfield=b1,color=col124,colorbackfield=c8,color=col126,colorbackfield=c7,color=col126,colorbackfield=c6,color=col125,colorbackfield=c5,color=col122,colorbackfield=c4,color=col117,colorbackfield=c3,color=col115,colorbackfield=c2,color=col105,colorbackfield=c1,color=col109,colorbackfield=d8,color=col118,colorbackfield=d7,color=col120,colorbackfield=d6,color=col120,colorbackfield=d5,color=col122,colorbackfield=d4,color=col124,colorbackfield=d3,color=col122,colorbackfield=d2,color=col111,colorbackfield=d1,color=col124,colorbackfield=e8,color=col128,colorbackfield=e7,color=col128,colorbackfield=e6,color=col127,colorbackfield=e5,color=col126,colorbackfield=e4,color=col122,colorbackfield=e3,color=col120,colorbackfield=e2,color=col109,colorbackfield=e1,color=col125,colorbackfield=f8,color=col126,colorbackfield=f7,color=col126,colorbackfield=f6,color=col124,colorbackfield=f5,color=col120,colorbackfield=f4,color=col114,colorbackfield=f3,color=col113,colorbackfield=f2,color=col103,colorbackfield=f1,color=col127,colorbackfield=g8,color=col125,colorbackfield=g7,color=col124,colorbackfield=g6,color=col122,colorbackfield=g5,color=col115,colorbackfield=g4,color=col106,colorbackfield=g3,color=col105,colorbackfield=g2,color=col97,colorbackfield=g1,color=col127,colorbackfield=h8,color=col123,colorbackfield=h7,color=col122,colorbackfield=h6,color=col120,colorbackfield=h5,color=col112,colorbackfield=h4,color=col102,colorbackfield=h3,color=col101,colorbackfield=h2,color=col94,colorbackfield=h1]};
|
||||
\node (king) at (king) {\chessboard[color=col55,colorbackfield=a8,color=col56,colorbackfield=a7,color=col56,colorbackfield=a6,color=col56,colorbackfield=a5,color=col56,colorbackfield=a4,color=col55,colorbackfield=a3,color=col58,colorbackfield=a2,color=col65,colorbackfield=a1,color=col57,colorbackfield=b8,color=col59,colorbackfield=b7,color=col59,colorbackfield=b6,color=col58,colorbackfield=b5,color=col58,colorbackfield=b4,color=col57,colorbackfield=b3,color=col60,colorbackfield=b2,color=col69,colorbackfield=b1,color=col58,colorbackfield=c8,color=col58,colorbackfield=c7,color=col58,colorbackfield=c6,color=col58,colorbackfield=c5,color=col58,colorbackfield=c4,color=col58,colorbackfield=c3,color=col60,colorbackfield=c2,color=col65,colorbackfield=c1,color=col57,colorbackfield=d8,color=col58,colorbackfield=d7,color=col58,colorbackfield=d6,color=col57,colorbackfield=d5,color=col57,colorbackfield=d4,color=col57,colorbackfield=d3,color=col59,colorbackfield=d2,color=col64,colorbackfield=d1,color=col57,colorbackfield=e8,color=col58,colorbackfield=e7,color=col58,colorbackfield=e6,color=col58,colorbackfield=e5,color=col58,colorbackfield=e4,color=col58,colorbackfield=e3,color=col60,colorbackfield=e2,color=col64,colorbackfield=e1,color=col62,colorbackfield=f8,color=col62,colorbackfield=f7,color=col62,colorbackfield=f6,color=col61,colorbackfield=f5,color=col61,colorbackfield=f4,color=col61,colorbackfield=f3,color=col63,colorbackfield=f2,color=col67,colorbackfield=f1,color=col61,colorbackfield=g8,color=col62,colorbackfield=g7,color=col62,colorbackfield=g6,color=col62,colorbackfield=g5,color=col62,colorbackfield=g4,color=col61,colorbackfield=g3,color=col63,colorbackfield=g2,color=col70,colorbackfield=g1,color=col60,colorbackfield=h8,color=col61,colorbackfield=h7,color=col61,colorbackfield=h6,color=col60,colorbackfield=h5,color=col60,colorbackfield=h4,color=col60,colorbackfield=h3,color=col61,colorbackfield=h2,color=col64,colorbackfield=h1]};
|
||||
|
||||
\node[anchor = north, yshift = -0.4em] at (pawn.north) {Pawn};
|
||||
\node[anchor = north, yshift = -0.4em] at (knight.north) {Knight};
|
||||
\node[anchor = north, yshift = -0.4em] at (bishop.north) {Bishop};
|
||||
\node[anchor = north, yshift = -0.4em] at (rook.north) {Rook};
|
||||
\node[anchor = north, yshift = -0.4em] at (queen.north) {Queen};
|
||||
\node[anchor = north, yshift = -0.4em] at (king.north) {King};
|
||||
|
||||
\end{tikzpicture}
|
||||
\end{document}
|
||||
|
|
@ -0,0 +1,95 @@
|
|||
%%% R code to generate the input data files from corresponding simulation logs
|
||||
% R> setwd("~/Work/tensorPredictors")
|
||||
% R>
|
||||
% R> for (sim.name in c("2a")) {
|
||||
% R> pattern <- paste0("sim\\_", sim.name, "\\_ising\\-[0-9T]*\\.csv")
|
||||
% R> log.file <- sort(
|
||||
% R> list.files(path = "sim/", pattern = pattern, full.names = TRUE),
|
||||
% R> decreasing = TRUE
|
||||
% R> )[[1]]
|
||||
% R>
|
||||
% R> sim <- read.csv(log.file)
|
||||
% R>
|
||||
% R> aggr <- aggregate(sim[, names(sim) != "sample.size"], list(sample.size = sim$sample.size), mean)
|
||||
% R>
|
||||
% R> write.table(aggr, file = paste0("LaTeX/plots/aggr-", sim.name, "-ising.csv"), row.names = FALSE, quote = FALSE)
|
||||
% R> }
|
||||
\documentclass[border=0cm]{standalone}
|
||||
|
||||
\usepackage{tikz}
|
||||
\usepackage{pgfplots}
|
||||
\usepackage{amssymb, bm}
|
||||
|
||||
\definecolor{exact}{RGB}{230,0,0}
|
||||
\definecolor{MC}{RGB}{30,180,30}
|
||||
\definecolor{MCthrd}{RGB}{0,0,230}
|
||||
|
||||
\pgfplotsset{
|
||||
compat=newest,
|
||||
grid=both,
|
||||
grid style={gray!15}
|
||||
}
|
||||
\tikzset{
|
||||
legend entry/.style={
|
||||
mark = *,
|
||||
mark size = 1pt,
|
||||
mark indices = {2},
|
||||
line width=0.8pt
|
||||
}
|
||||
}
|
||||
|
||||
\begin{document}
|
||||
\begin{tikzpicture}[>=latex]
|
||||
|
||||
\begin{axis}[
|
||||
name=perft,
|
||||
xmode = normal, ymode = log,
|
||||
xtick={10, 30, 50, 70, 90, 110, 130},
|
||||
mark = *,
|
||||
mark size = 1pt,
|
||||
ytick={1,1e1,1e2,1e3,1e4,1e5,1e6,1e7},
|
||||
yticklabels={$1\mu s$,$10\mu s$,$100\mu s$,$1 ms$,$10 ms$,$100 ms$,$1 s$,$10 s$},
|
||||
xlabel = {Dimension $p$},
|
||||
ylabel = {Time}
|
||||
]
|
||||
\addplot[
|
||||
only marks,
|
||||
color = exact
|
||||
] table[x = dim, y = exact] {aggr-ising-perft-m2.csv};
|
||||
\addplot[
|
||||
only marks,
|
||||
color = MC
|
||||
] table[x = dim, y = MC] {aggr-ising-perft-m2.csv};
|
||||
\addplot[
|
||||
only marks,
|
||||
color = MCthrd
|
||||
] table[x = dim, y = MCthrd] {aggr-ising-perft-m2.csv};
|
||||
|
||||
\addplot[smooth, domain = 8:25, color = exact, samples = 64] { 2^(x - 3) };
|
||||
\addplot[smooth, domain = 1:130, color = MC, samples = 64] {
|
||||
-18340.8 + 7557.0 * x + 200.3 * x^2
|
||||
};
|
||||
\addplot[smooth, domain = 1:130, color = MCthrd, samples = 64] {
|
||||
8413.21 + 3134.98 * x + 41.87 * x^2
|
||||
};
|
||||
\end{axis}
|
||||
|
||||
\matrix[anchor = west] at (perft.east) {
|
||||
\draw[color=exact, only marks, mark = *, mark size = 1pt, mark indices = {2}] plot coordinates {(0, 0) (.3, 0) (.6, 0)};
|
||||
& \node[anchor=west] {exact}; \\
|
||||
\draw[color=exact, line width = 0.8pt] plot coordinates {(0, 0) (.4, 0)};
|
||||
& \node[anchor=west] {$\mathcal{O}(2^p)$}; \\
|
||||
\draw[color=MC, only marks, mark = *, mark size = 1pt, mark indices = {2}] plot coordinates {(0, 0) (.3, 0) (.6, 0)};
|
||||
& \node[anchor=west] {MC}; \\
|
||||
\draw[color=MC, line width = 0.8pt] plot coordinates {(0, 0) (.4, 0)};
|
||||
& \node[anchor=west] {$\mathcal{O}(p^2)$}; \\
|
||||
\draw[color=MCthrd, only marks, mark = *, mark size = 1pt, mark indices = {2}] plot coordinates {(0, 0) (.3, 0) (.6, 0)};
|
||||
& \node[anchor=west] {MC (8 thrd)}; \\
|
||||
\draw[color=MCthrd, line width = 0.8pt] plot coordinates {(0, 0) (.4, 0)};
|
||||
& \node[anchor=west] {$\mathcal{O}(p^2)$}; \\
|
||||
};
|
||||
|
||||
\node[anchor = south] at (current bounding box.north) {Ising Second Moment Performance Test};
|
||||
|
||||
\end{tikzpicture}
|
||||
\end{document}
|
||||
|
|
@ -1,7 +1,7 @@
|
|||
%%% R code to generate the input data files from corresponding simulation logs
|
||||
% R> setwd("~/Work/tensorPredictors")
|
||||
% R>
|
||||
% R> for (sim.name in c("2a")) {
|
||||
% R> for (sim.name in c("2a", "2b", "2c", "2d")) {
|
||||
% R> pattern <- paste0("sim\\_", sim.name, "\\_ising\\-[0-9T]*\\.csv")
|
||||
% R> log.file <- sort(
|
||||
% R> list.files(path = "sim/", pattern = pattern, full.names = TRUE),
|
||||
|
|
@ -66,7 +66,7 @@
|
|||
\addplot[color = clpca] table[x = sample.size, y = dist.subspace.clpca] {aggr-2a-ising.csv};
|
||||
\end{axis}
|
||||
\node[anchor = base west, yshift = 0.3em] at (sim-2a.north west) {
|
||||
a: small
|
||||
a: linear dependence on $\mathcal{F}_y \equiv y$
|
||||
};
|
||||
\begin{axis}[
|
||||
name=sim-2b,
|
||||
|
|
@ -83,7 +83,7 @@
|
|||
\addplot[color = clpca] table[x = sample.size, y = dist.subspace.clpca] {aggr-2b-ising.csv};
|
||||
\end{axis}
|
||||
\node[anchor = base west, yshift = 0.3em] at (sim-2b.north west) {
|
||||
b:
|
||||
b: quadratic dependence on $y$
|
||||
};
|
||||
\begin{axis}[
|
||||
name=sim-2c,
|
||||
|
|
@ -99,7 +99,7 @@
|
|||
\addplot[color = clpca] table[x = sample.size, y = dist.subspace.clpca] {aggr-2c-ising.csv};
|
||||
\end{axis}
|
||||
\node[anchor = base west, yshift = 0.3em] at (sim-2c.north west) {
|
||||
c:
|
||||
c: rank 1 $\boldsymbol{\beta}$'s
|
||||
};
|
||||
|
||||
\begin{axis}[
|
||||
|
|
@ -116,83 +116,21 @@
|
|||
\addplot[color = clpca] table[x = sample.size, y = dist.subspace.clpca] {aggr-2d-ising.csv};
|
||||
\end{axis}
|
||||
\node[anchor = base west, yshift = 0.3em] at (sim-2d.north west) {
|
||||
d:
|
||||
d: interaction constraints via $\boldsymbol{\Omega}$'s
|
||||
};
|
||||
|
||||
% \begin{axis}[
|
||||
% name=sim-1b,
|
||||
% anchor=north west, at={(sim-2a.right of north east)}, xshift=0.1cm,
|
||||
% xticklabel=\empty,
|
||||
% ylabel near ticks, yticklabel pos=right
|
||||
% ]
|
||||
% \addplot[color = pca] table[x = sample.size, y = dist.subspace.pca] {aggr-1b-normal.csv};
|
||||
% \addplot[color = hopca] table[x = sample.size, y = dist.subspace.hopca] {aggr-1b-normal.csv};
|
||||
% \addplot[color = tsir] table[x = sample.size, y = dist.subspace.tsir] {aggr-1b-normal.csv};
|
||||
% \addplot[color = mgcca] table[x = sample.size, y = dist.subspace.mgcca] {aggr-1b-normal.csv};
|
||||
% \addplot[color = gmlm, line width=1pt] table[x = sample.size, y = dist.subspace.gmlm] {aggr-1b-normal.csv};
|
||||
% \end{axis}
|
||||
% \node[anchor = base west, yshift = 0.3em] at (sim-1b.north west) {
|
||||
% b: cubic dependence on $y$
|
||||
% };
|
||||
|
||||
% \begin{axis}[
|
||||
% name=sim-1c,
|
||||
% anchor=north west, at={(sim-2a.below south west)}, yshift=-.8em,
|
||||
% xticklabel=\empty
|
||||
% ]
|
||||
% \addplot[color = pca] table[x = sample.size, y = dist.subspace.pca] {aggr-1c-normal.csv};
|
||||
% \addplot[color = hopca] table[x = sample.size, y = dist.subspace.hopca] {aggr-1c-normal.csv};
|
||||
% \addplot[color = tsir] table[x = sample.size, y = dist.subspace.tsir] {aggr-1c-normal.csv};
|
||||
% \addplot[color = mgcca] table[x = sample.size, y = dist.subspace.mgcca] {aggr-1c-normal.csv};
|
||||
% \addplot[color = gmlm, line width=1pt] table[x = sample.size, y = dist.subspace.gmlm] {aggr-1c-normal.csv};
|
||||
% \end{axis}
|
||||
% \node[anchor = base west, yshift = 0.3em] at (sim-1c.north west) {
|
||||
% c: rank $1$ $\boldsymbol{\beta}$'s
|
||||
% };
|
||||
|
||||
% \begin{axis}[
|
||||
% name=sim-1d,
|
||||
% anchor=north west, at={(sim-1c.right of north east)}, xshift=0.1cm,
|
||||
% ylabel near ticks, yticklabel pos=right
|
||||
% ]
|
||||
% \addplot[color = pca] table[x = sample.size, y = dist.subspace.pca] {aggr-1d-normal.csv};
|
||||
% \addplot[color = hopca] table[x = sample.size, y = dist.subspace.hopca] {aggr-1d-normal.csv};
|
||||
% \addplot[color = tsir] table[x = sample.size, y = dist.subspace.tsir] {aggr-1d-normal.csv};
|
||||
% \addplot[color = mgcca] table[x = sample.size, y = dist.subspace.mgcca] {aggr-1d-normal.csv};
|
||||
% \addplot[color = gmlm, line width=1pt] table[x = sample.size, y = dist.subspace.gmlm] {aggr-1d-normal.csv};
|
||||
% \end{axis}
|
||||
% \node[anchor = base west, yshift = 0.3em] at (sim-1d.north west) {
|
||||
% d: tri-diagonal $\boldsymbol{\Omega}$'s
|
||||
% };
|
||||
|
||||
% \begin{axis}[
|
||||
% name=sim-1e,
|
||||
% anchor=north west, at={(sim-1c.below south west)}, yshift=-.8em
|
||||
% ]
|
||||
% \addplot[color = pca] table[x = sample.size, y = dist.subspace.pca] {aggr-1e-normal.csv};
|
||||
% \addplot[color = hopca] table[x = sample.size, y = dist.subspace.hopca] {aggr-1e-normal.csv};
|
||||
% \addplot[color = tsir] table[x = sample.size, y = dist.subspace.tsir] {aggr-1e-normal.csv};
|
||||
% \addplot[color = mgcca] table[x = sample.size, y = dist.subspace.mgcca] {aggr-1e-normal.csv};
|
||||
% \addplot[color = gmlm, line width=1pt] table[x = sample.size, y = dist.subspace.gmlm] {aggr-1e-normal.csv};
|
||||
% \end{axis}
|
||||
% \node[anchor = base west, yshift = 0.3em] at (sim-1e.north west) {
|
||||
% e: missspecified
|
||||
% };
|
||||
|
||||
|
||||
\matrix[anchor = west] at (sim-2a.right of east) {
|
||||
\draw[color=gmlm, legend entry, line width=1pt] plot coordinates {(0, 0) (.3, 0) (.6, 0)}; & \node[anchor=west] {GMLM}; \\
|
||||
\draw[color=tsir, legend entry] plot coordinates {(0, 0) (.3, 0) (.6, 0)}; & \node[anchor=west] {TSIR}; \\
|
||||
\draw[color=mgcca, legend entry] plot coordinates {(0, 0) (.3, 0) (.6, 0)}; & \node[anchor=west] {MGCCA}; \\
|
||||
\draw[color=hopca, legend entry] plot coordinates {(0, 0) (.3, 0) (.6, 0)}; & \node[anchor=west] {HOPCA}; \\
|
||||
\draw[color=pca, legend entry] plot coordinates {(0, 0) (.3, 0) (.6, 0)}; & \node[anchor=west] {PCA}; \\
|
||||
\draw[color=lpca, legend entry] plot coordinates {(0, 0) (.3, 0) (.6, 0)}; & \node[anchor=west] {LPCA}; \\
|
||||
\draw[color=clpca, legend entry] plot coordinates {(0, 0) (.3, 0) (.6, 0)}; & \node[anchor=west] {CLPCA}; \\
|
||||
};
|
||||
|
||||
|
||||
\node[anchor = north] at (current bounding box.south) {Sample Size $n$};
|
||||
|
||||
\matrix[anchor = north] at (current bounding box.south) {
|
||||
\draw[color=gmlm, legend entry, line width=1pt] plot coordinates {(0, 0) (.3, 0) (.6, 0)}; & \node[anchor=west] {GMLM}; &
|
||||
\draw[color=tsir, legend entry] plot coordinates {(0, 0) (.3, 0) (.6, 0)}; & \node[anchor=west] {TSIR}; &
|
||||
\draw[color=mgcca, legend entry] plot coordinates {(0, 0) (.3, 0) (.6, 0)}; & \node[anchor=west] {MGCCA}; &
|
||||
\draw[color=hopca, legend entry] plot coordinates {(0, 0) (.3, 0) (.6, 0)}; & \node[anchor=west] {HOPCA}; &
|
||||
\draw[color=pca, legend entry] plot coordinates {(0, 0) (.3, 0) (.6, 0)}; & \node[anchor=west] {PCA}; &
|
||||
\draw[color=lpca, legend entry] plot coordinates {(0, 0) (.3, 0) (.6, 0)}; & \node[anchor=west] {LPCA}; &
|
||||
\draw[color=clpca, legend entry] plot coordinates {(0, 0) (.3, 0) (.6, 0)}; & \node[anchor=west] {CLPCA}; \\
|
||||
};
|
||||
|
||||
\node[anchor = south, rotate = 90] at (current bounding box.west) {Subspace Distance $d(\boldsymbol{B}, \hat{\boldsymbol{B}})$};
|
||||
\node[anchor = south, rotate = 270] at (current bounding box.east) {\phantom{Subspace Distance $d(\boldsymbol{B}, \hat{\boldsymbol{B}})$}};
|
||||
|
||||
|
|
|
|||
|
|
@ -0,0 +1,114 @@
|
|||
%%% R code to generate the input data files from corresponding simulation logs
|
||||
% R> setwd("~/Work/tensorPredictors")
|
||||
% R>
|
||||
% R> sim <- read.csv("sim/sim-tsir-20231123T1155.csv")
|
||||
% R>
|
||||
% R> aggr <- aggregate(sim[startsWith(names(sim), "dist")], sim[c("rho", "order", "beta.version")], mean)
|
||||
% R>
|
||||
% R> write.table(aggr, file = "LaTeX/plots/aggr-tsir.csv", row.names = FALSE, quote = FALSE)
|
||||
\documentclass[border=0cm]{standalone}
|
||||
|
||||
\usepackage{tikz}
|
||||
\usepackage{pgfplots}
|
||||
\usepackage{bm}
|
||||
|
||||
\definecolor{gmlm}{RGB}{0,0,0}
|
||||
% \definecolor{mgcca}{RGB}{86,180,233}
|
||||
\definecolor{tsir}{RGB}{0,158,115}
|
||||
\definecolor{sir}{RGB}{86,180,233}
|
||||
% \definecolor{hopca}{RGB}{230,159,0}
|
||||
% \definecolor{pca}{RGB}{240,228,66}
|
||||
% \definecolor{lpca}{RGB}{0,114,178}
|
||||
% \definecolor{clpca}{RGB}{213,94,0}
|
||||
|
||||
\pgfplotsset{
|
||||
compat=newest,
|
||||
every axis/.style={
|
||||
% grid,
|
||||
% grid style={gray, dotted},
|
||||
3d box = complete*,
|
||||
xtick = {0, 0.1, 0.2, 0.3, 0.4, 0.5, 0.6, 0.7, 0.8},
|
||||
ytick = {2, 3, 4},
|
||||
ymin = 1.5, ymax = 4.5,
|
||||
ztick = {0.2, 0.4, 0.6, 0.8, 1},
|
||||
zmin = 0, zmax = 1,
|
||||
xlabel = $\rho$,
|
||||
ylabel = $r$
|
||||
}
|
||||
}
|
||||
\tikzset{
|
||||
legend entry/.style={
|
||||
mark = *,
|
||||
mark size = 1pt,
|
||||
mark indices = {2},
|
||||
line width=0.8pt
|
||||
}
|
||||
}
|
||||
|
||||
\newcommand{\addarea}[4]{
|
||||
\addplot3[
|
||||
fill = #1,
|
||||
draw = none,
|
||||
fill opacity = 0.65,
|
||||
y filter/.append expression={
|
||||
\thisrow{order} == #3 && \thisrow{beta.version} == #2 ? #4 : NaN
|
||||
}
|
||||
] table [x = rho, y expr = NaN, z = dist.subspace.#1] {aggr-tsir.csv} \closedcycle;
|
||||
\addplot3[
|
||||
color = #1,
|
||||
line width = 0.8pt,
|
||||
y filter/.append expression={
|
||||
\thisrow{order} == #3 && \thisrow{beta.version} == #2 ? #4 : NaN
|
||||
}
|
||||
] table [x = rho, y expr = NaN, z = dist.subspace.#1] {aggr-tsir.csv};
|
||||
}
|
||||
|
||||
\begin{document}
|
||||
\begin{tikzpicture}[>=latex]
|
||||
|
||||
\begin{axis}[
|
||||
name=v1
|
||||
]
|
||||
\addarea{sir}{1}{4}{4.05};
|
||||
\addarea{tsir}{1}{4}{4.0};
|
||||
\addarea{gmlm}{1}{4}{3.95};
|
||||
|
||||
\addarea{sir}{1}{3}{3.05};
|
||||
\addarea{tsir}{1}{3}{3.0};
|
||||
\addarea{gmlm}{1}{3}{2.95};
|
||||
|
||||
\addarea{sir}{1}{2}{2.05};
|
||||
\addarea{tsir}{1}{2}{2.0};
|
||||
\addarea{gmlm}{1}{2}{1.95};
|
||||
\end{axis}
|
||||
\node[anchor = south] at (v1.north) {V1};
|
||||
|
||||
\begin{axis}[
|
||||
name=v2,
|
||||
xshift = 8cm
|
||||
]
|
||||
\addarea{sir}{2}{4}{4.05};
|
||||
\addarea{tsir}{2}{4}{4.0};
|
||||
\addarea{gmlm}{2}{4}{3.95};
|
||||
|
||||
\addarea{sir}{2}{3}{3.05};
|
||||
\addarea{tsir}{2}{3}{3.0};
|
||||
\addarea{gmlm}{2}{3}{2.95};
|
||||
|
||||
\addarea{sir}{2}{2}{2.05};
|
||||
\addarea{tsir}{2}{2}{2.0};
|
||||
\addarea{gmlm}{2}{2}{1.95};
|
||||
\end{axis}
|
||||
\node[anchor = south] at (v2.north) {V2};
|
||||
|
||||
\matrix[anchor = north] at (current bounding box.south) {
|
||||
\fill[color = gmlm, opacity = 0.65] (0, -.1) rectangle (.6, .1); \draw[color=gmlm, line width = 0.8pt] (0, .1) -- (.6, .1); & \node[anchor=west] {GMLM}; &
|
||||
\fill[color = tsir, opacity = 0.65] (0, -.1) rectangle (.6, .1); \draw[color=tsir, line width = 0.8pt] (0, .1) -- (.6, .1); & \node[anchor=west] {TSIR}; &
|
||||
\fill[color = sir, opacity = 0.65] (0, -.1) rectangle (.6, .1); \draw[color=sir, line width = 0.8pt] (0, .1) -- (.6, .1); & \node[anchor=west] {SIR}; \\
|
||||
};
|
||||
|
||||
\node[anchor = south, rotate = 90, yshift = 1.5em] at (v1.west) {Subspace Distance $d(\boldsymbol{B}, \widehat{\boldsymbol{B}})$};
|
||||
\node[anchor = south, rotate = -90, yshift = 1.5em] at (v2.east) {\phantom{Subspace Distance $d(\boldsymbol{B}, \widehat{\boldsymbol{B}})$}};
|
||||
|
||||
\end{tikzpicture}
|
||||
\end{document}
|
||||
|
|
@ -0,0 +1,26 @@
|
|||
# Source dependency setup
|
||||
INCLUDE = Rchess/inst/include/SchachHoernchen
|
||||
SRC = $(notdir $(wildcard $(INCLUDE)/*.cpp))
|
||||
OBJ = $(SRC:.cpp=.o)
|
||||
|
||||
# Compiler config
|
||||
CC = g++
|
||||
FLAGS = -I$(INCLUDE) -Wall -Wextra -Wpedantic -pedantic -pthread -O3 -march=native -mtune=native
|
||||
CPPFLAGS = $(FLAGS) -std=c++17
|
||||
LDFLAGS = $(FLAGS)
|
||||
|
||||
.PHONY: all clean
|
||||
|
||||
%.o: $(INCLUDE)/%.cpp
|
||||
$(CC) $(CPPFLAGS) -c $< -o $(notdir $@)
|
||||
|
||||
pgn2fen.o: pgn2fen.cpp
|
||||
$(CC) $(CPPFLAGS) -c $< -o $@
|
||||
|
||||
pgn2fen: pgn2fen.o $(OBJ)
|
||||
$(CC) $(LDFLAGS) -o $@ $^
|
||||
|
||||
all: pgn2fen
|
||||
|
||||
clean:
|
||||
rm -f *.out *.o *.h.gch pgn2fen
|
||||
|
|
@ -0,0 +1,15 @@
|
|||
Package: Rchess
|
||||
Type: Package
|
||||
Title: Wrapper to the SchachHoernchen engine
|
||||
Version: 1.0
|
||||
Date: 2022-06-12
|
||||
Author: loki
|
||||
Maintainer: Your Name <your@email.com>
|
||||
Description: Basic wrapper to the underlying C++ code of the SchachHoernchen
|
||||
engine. Primarely intended to provide chess specific data processing.
|
||||
Encoding: UTF-8
|
||||
License: GPL (>= 2)
|
||||
Imports: Rcpp (>= 1.0.8)
|
||||
LinkingTo: Rcpp
|
||||
SystemRequirements: c++17
|
||||
RoxygenNote: 7.2.0
|
||||
|
|
@ -0,0 +1,4 @@
|
|||
useDynLib(Rchess, .registration=TRUE)
|
||||
importFrom(Rcpp, evalCpp)
|
||||
exportPattern("^[[:alpha:]]+")
|
||||
S3method(print, board)
|
||||
|
|
@ -0,0 +1,124 @@
|
|||
# Generated by using Rcpp::compileAttributes() -> do not edit by hand
|
||||
# Generator token: 10BE3573-1514-4C36-9D1C-5A225CD40393
|
||||
|
||||
#' Human Crafted Evaluation
|
||||
HCE <- function(positions) {
|
||||
.Call(`_Rchess_HCE`, positions)
|
||||
}
|
||||
|
||||
#' Given a FEN (position) determines if its whites turn
|
||||
isWhiteTurn <- function(positions) {
|
||||
.Call(`_Rchess_isWhiteTurn`, positions)
|
||||
}
|
||||
|
||||
#' Check if current side to move is in check
|
||||
isCheck <- function(positions) {
|
||||
.Call(`_Rchess_isCheck`, positions)
|
||||
}
|
||||
|
||||
#' Check if the current position is a quiet position (no piece is attacked)
|
||||
isQuiet <- function(positions) {
|
||||
.Call(`_Rchess_isQuiet`, positions)
|
||||
}
|
||||
|
||||
#' Check if position is terminal
|
||||
#'
|
||||
#' Checks if the position is a terminal position, meaning if the game ended
|
||||
#' by mate, stale mate or the 50 modes rule. Three-Fold repetition is NOT
|
||||
#' checked, therefore a seperate game history is required which the board
|
||||
#' does NOT track.
|
||||
#'
|
||||
isTerminal <- function(positions) {
|
||||
.Call(`_Rchess_isTerminal`, positions)
|
||||
}
|
||||
|
||||
#' Check if checkmate is possible by material on the board
|
||||
#'
|
||||
#' Checks if there is sufficient mating material on the board, meaning if it
|
||||
#' possible for any side to deliver a check mate. More specifically, it
|
||||
#' checks if the pieces on the board are KK, KNK or KBK.
|
||||
#'
|
||||
isInsufficient <- function(positions) {
|
||||
.Call(`_Rchess_isInsufficient`, positions)
|
||||
}
|
||||
|
||||
#' Specialized version of `read_cyclic.cpp` taylored to work in conjunction with
|
||||
#' `gmlm_chess()` as data generator to provide random draws from a FEN data set
|
||||
#' with scores filtered to be in in the range `score_min` to `score_max`.
|
||||
#'
|
||||
data.gen <- function(file, sample_size, score_min = -5.0, score_max = +5.0, quiet = FALSE, min_ply_count = 10L, white_only = TRUE) {
|
||||
.Call(`_Rchess_data_gen`, file, sample_size, score_min, score_max, quiet, min_ply_count, white_only)
|
||||
}
|
||||
|
||||
#' Human Crafted Evaluation
|
||||
eval.psqt <- function(positions, psqt, pawn_structure = FALSE, eval_rooks = FALSE, eval_king = FALSE) {
|
||||
.Call(`_Rchess_eval_psqt`, positions, psqt, pawn_structure, eval_rooks, eval_king)
|
||||
}
|
||||
|
||||
#' Convert a legal FEN string to a 3D binary (integer with 0-1 entries) array
|
||||
fen2int <- function(boards) {
|
||||
.Call(`_Rchess_fen2int`, boards)
|
||||
}
|
||||
|
||||
#' Reads lines from a text file with recycling.
|
||||
#'
|
||||
read.cyclic <- function(file, nrows = 1000L, skip = 100L, start = 1L, line_len = 64L) {
|
||||
.Call(`_Rchess_read_cyclic`, file, nrows, skip, start, line_len)
|
||||
}
|
||||
|
||||
#' Samples a legal move from a given position
|
||||
sample.move <- function(pos) {
|
||||
.Call(`_Rchess_sample_move`, pos)
|
||||
}
|
||||
|
||||
#' Samples a random FEN (position) by applying `ply` random moves to the start
|
||||
#' position.
|
||||
#'
|
||||
#' @param nr number of positions to sample
|
||||
#' @param min_depth minimum number of random ply's to generate random positions
|
||||
#' @param max_depth maximum number of random ply's to generate random positions
|
||||
sample.fen <- function(nr, min_depth = 4L, max_depth = 20L) {
|
||||
.Call(`_Rchess_sample_fen`, nr, min_depth, max_depth)
|
||||
}
|
||||
|
||||
#' Converts a FEN string to a Board (position) or return the current internal state
|
||||
board <- function(fen = "") {
|
||||
.Call(`_Rchess_board`, fen)
|
||||
}
|
||||
|
||||
print.board <- function(fen = "") {
|
||||
invisible(.Call(`_Rchess_print_board`, fen))
|
||||
}
|
||||
|
||||
print.moves <- function(fen = "") {
|
||||
invisible(.Call(`_Rchess_print_moves`, fen))
|
||||
}
|
||||
|
||||
print.bitboards <- function(fen = "") {
|
||||
invisible(.Call(`_Rchess_print_bitboards`, fen))
|
||||
}
|
||||
|
||||
position <- function(pos, moves, san = FALSE) {
|
||||
.Call(`_Rchess_position`, pos, moves, san)
|
||||
}
|
||||
|
||||
perft <- function(depth = 6L) {
|
||||
invisible(.Call(`_Rchess_perft`, depth))
|
||||
}
|
||||
|
||||
go <- function(depth = 6L) {
|
||||
.Call(`_Rchess_go`, depth)
|
||||
}
|
||||
|
||||
ucinewgame <- function() {
|
||||
invisible(.Call(`_Rchess_ucinewgame`))
|
||||
}
|
||||
|
||||
.onLoad <- function(libname, pkgname) {
|
||||
invisible(.Call(`_Rchess_onLoad`, libname, pkgname))
|
||||
}
|
||||
|
||||
.onUnload <- function(libpath) {
|
||||
invisible(.Call(`_Rchess_onUnload`, libpath))
|
||||
}
|
||||
|
||||
|
|
@ -0,0 +1,82 @@
|
|||
#ifndef INCLUDE_GUARD_RCHESS_TYPES
|
||||
#define INCLUDE_GUARD_RCHESS_TYPES
|
||||
|
||||
#include <RcppCommon.h>
|
||||
|
||||
#include "SchachHoernchen/Move.h"
|
||||
#include "SchachHoernchen/Board.h"
|
||||
#include "SchachHoernchen/uci.h"
|
||||
|
||||
namespace Rcpp {
|
||||
template <> Move as(SEXP);
|
||||
template <> SEXP wrap(const Move&);
|
||||
|
||||
template <> Board as(SEXP);
|
||||
template <> SEXP wrap(const Board&);
|
||||
} /* namespace Rcpp */
|
||||
|
||||
#include <Rcpp.h>
|
||||
|
||||
namespace Rcpp {
|
||||
// Convert a coordinate encoded move string into a Move
|
||||
template <>
|
||||
Move as(SEXP obj) {
|
||||
// parse (and validate) the move
|
||||
bool parseError = false;
|
||||
Move move = UCI::parseMove(Rcpp::as<std::string>(obj), parseError);
|
||||
if (parseError) {
|
||||
Rcpp::stop("Error parsing move");
|
||||
}
|
||||
return move;
|
||||
}
|
||||
|
||||
// Convert a Move into an `R` character
|
||||
template <>
|
||||
SEXP wrap(const Move& move) {
|
||||
return Rcpp::CharacterVector::create(UCI::formatMove(move));
|
||||
}
|
||||
|
||||
// Convert a FEN string to a board
|
||||
template <>
|
||||
Board as(SEXP obj) {
|
||||
bool parseError = false;
|
||||
Board board;
|
||||
std::string fen = Rcpp::as<std::string>(obj);
|
||||
if (fen != "startpos") {
|
||||
board.init(fen, parseError);
|
||||
}
|
||||
if (parseError) {
|
||||
Rcpp::stop("Parsing FEN failed");
|
||||
}
|
||||
return board;
|
||||
}
|
||||
|
||||
// Convert board to `R` board class (as character FEN string)
|
||||
template <>
|
||||
SEXP wrap(const Board& board) {
|
||||
auto obj = Rcpp::CharacterVector::create(board.fen());
|
||||
obj.attr("class") = "board";
|
||||
return obj;
|
||||
}
|
||||
|
||||
// Convert a character vector or list to a vector of Boards
|
||||
template <>
|
||||
std::vector<Board> as(SEXP obj) {
|
||||
// Convert SEXP to be a vector of string
|
||||
auto fens = Rcpp::as<std::vector<std::string>>(obj);
|
||||
// Try to parse every string as a Board from a FEN
|
||||
std::vector<Board> boards(fens.size());
|
||||
for (int i = 0; i < fens.size(); ++i) {
|
||||
bool parseError = false;
|
||||
if (fens[i] != "startpos") {
|
||||
boards[i].init(fens[i], parseError);
|
||||
}
|
||||
if (parseError) {
|
||||
Rcpp::stop("Parsing FEN nr. %d failed", i + 1);
|
||||
}
|
||||
}
|
||||
return boards;
|
||||
}
|
||||
} /* namespace Rcpp */
|
||||
|
||||
#endif /* INCLUDE_GUARD_RCHESS_TYPES */
|
||||
File diff suppressed because it is too large
Load Diff
|
|
@ -0,0 +1,224 @@
|
|||
#ifndef INCLUDE_GUARD_BOARD_H
|
||||
#define INCLUDE_GUARD_BOARD_H
|
||||
|
||||
#include <string>
|
||||
#include <array>
|
||||
#include <functional> // for std::hash
|
||||
|
||||
#include "types.h"
|
||||
|
||||
// Forward declarations
|
||||
class Move;
|
||||
class MoveList;
|
||||
|
||||
// pseudo-random-number-generator to fill Zobrist lookup hash table
|
||||
static constexpr u64 rot(u64 val, int shift) {
|
||||
return (val << shift) | (val >> (64 - shift));
|
||||
}
|
||||
static constexpr u64 random(u64& a, u64& b, u64& c, u64& d) {
|
||||
u64 e = a - rot(b, 7);
|
||||
a = b ^ rot(b, 13);
|
||||
b = c + rot(d, 37);
|
||||
c = d + e;
|
||||
d = e + a;
|
||||
return d;
|
||||
}
|
||||
|
||||
|
||||
/**
|
||||
* BitBoard indexing;
|
||||
* @verbatim
|
||||
* rank rankIndex
|
||||
* | index |
|
||||
* v +-------------------------+ v
|
||||
* 8 | 0 1 2 3 4 5 6 7 | 0
|
||||
* 7 | 8 9 10 11 12 13 14 15 | 1
|
||||
* 6 | 16 17 18 19 20 21 22 23 | 2
|
||||
* 5 | 24 25 26 27 28 29 30 31 | 3
|
||||
* 4 | 32 33 34 35 36 37 38 39 | 4
|
||||
* 3 | 40 41 42 43 44 45 46 47 | 5
|
||||
* 2 | 48 49 50 51 52 53 54 55 | 6
|
||||
* 1 | 56 57 58 59 60 61 62 63 | 7
|
||||
* +-------------------------+
|
||||
* a b c d e f g h <- file
|
||||
* 0 1 2 3 4 5 6 7 <- fileIndex
|
||||
* @endverbatim
|
||||
*/
|
||||
class Board {
|
||||
public:
|
||||
Board()
|
||||
: _castle{true, true, true, true}
|
||||
, _enPassant{static_cast<Index>(64)}
|
||||
, _halfMoveClock{0}
|
||||
, _plyCount{1}
|
||||
, _bitBoard{
|
||||
0xFFFF000000000000, // white
|
||||
0x000000000000FFFF, // black
|
||||
0x00FF00000000FF00, // pawns
|
||||
0x4200000000000042, // knights
|
||||
0x2400000000000024, // bishops
|
||||
0x8100000000000081, // rooks
|
||||
0x0800000000000008, // queens
|
||||
0x1000000000000010, // kings
|
||||
} {
|
||||
_hash = rehash(); // This makes it non default constructible
|
||||
}; // but the main performance requirement is in the
|
||||
// copy construc | ||||