Added sim results and plots showing each component of the estimate - successful decoding - no parity check

This commit is contained in:
Andreas Tsouchlos 2022-12-12 17:25:19 +01:00
parent 42b9e1ed33
commit 1b1bf2544f
2 changed files with 354 additions and 0 deletions

View File

@ -93,5 +93,158 @@
\end{subfigure}%
\end{figure}
\end{frame}
\begin{frame}[t]
\frametitle{$s$ and $r$ for each iteration}
\begin{figure}[H]
\centering
\begin{subfigure}{0.32\textwidth}
\centering
\begin{tikzpicture}[scale = 0.55]
\begin{axis}[
grid=both,
xlabel={k},
width=8cm,
height=3cm,
scale only axis,
]
\addplot +[mark=none, line width=0.7pt] table [col sep=comma, x=k, y=comb_r_s_0] {res/comp_bch_7_4_combined_success_no_parity.csv};
\addplot +[mark=none] table [col sep=comma, x=k, y=grad_L_0] {res/comp_bch_7_4_combined_success_no_parity.csv};
\addplot +[mark=none] table [col sep=comma, x=k, y=grad_h_0] {res/comp_bch_7_4_combined_success_no_parity.csv};
\addlegendentry{est}
\addlegendentry{$\nabla L$}
\addlegendentry{$\nabla h$}
\end{axis}
\end{tikzpicture}
\end{subfigure}%
\begin{subfigure}{0.32\textwidth}
\centering
\begin{tikzpicture}[scale = 0.55]
\begin{axis}[
grid=both,
xlabel={k},
width=8cm,
height=3cm,
scale only axis,
]
\addplot +[mark=none, line width=0.7pt] table [col sep=comma, x=k, y=comb_r_s_1] {res/comp_bch_7_4_combined_success_no_parity.csv};
\addplot +[mark=none] table [col sep=comma, x=k, y=grad_L_1] {res/comp_bch_7_4_combined_success_no_parity.csv};
\addplot +[mark=none] table [col sep=comma, x=k, y=grad_h_1] {res/comp_bch_7_4_combined_success_no_parity.csv};
\addlegendentry{est}
\addlegendentry{$\nabla L$}
\addlegendentry{$\nabla h$}
\end{axis}
\end{tikzpicture}
\end{subfigure}%
\begin{subfigure}{0.32\textwidth}
\centering
\begin{tikzpicture}[scale = 0.55]
\begin{axis}[
grid=both,
xlabel={k},
width=8cm,
height=3cm,
scale only axis,
]
\addplot +[mark=none, line width=0.7pt] table [col sep=comma, x=k, y=comb_r_s_2] {res/comp_bch_7_4_combined_success_no_parity.csv};
\addplot +[mark=none] table [col sep=comma, x=k, y=grad_L_2] {res/comp_bch_7_4_combined_success_no_parity.csv};
\addplot +[mark=none] table [col sep=comma, x=k, y=grad_h_2] {res/comp_bch_7_4_combined_success_no_parity.csv};
\addlegendentry{est}
\addlegendentry{$\nabla L$}
\addlegendentry{$\nabla h$}
\end{axis}
\end{tikzpicture}
\end{subfigure}%
\begin{subfigure}{0.32\textwidth}
\centering
\begin{tikzpicture}[scale = 0.55]
\begin{axis}[
grid=both,
xlabel={k},
width=8cm,
height=3cm,
scale only axis,
]
\addplot +[mark=none, line width=0.7pt] table [col sep=comma, x=k, y=comb_r_s_3] {res/comp_bch_7_4_combined_success_no_parity.csv};
\addplot +[mark=none] table [col sep=comma, x=k, y=grad_L_3] {res/comp_bch_7_4_combined_success_no_parity.csv};
\addplot +[mark=none] table [col sep=comma, x=k, y=grad_h_3] {res/comp_bch_7_4_combined_success_no_parity.csv};
\addlegendentry{est}
\addlegendentry{$\nabla L$}
\addlegendentry{$\nabla h$}
\end{axis}
\end{tikzpicture}
\end{subfigure}%
\begin{subfigure}{0.32\textwidth}
\centering
\begin{tikzpicture}[scale = 0.55]
\begin{axis}[
grid=both,
xlabel={k},
width=8cm,
height=3cm,
scale only axis,
]
\addplot +[mark=none, line width=0.7pt] table [col sep=comma, x=k, y=comb_r_s_4] {res/comp_bch_7_4_combined_success_no_parity.csv};
\addplot +[mark=none] table [col sep=comma, x=k, y=grad_L_4] {res/comp_bch_7_4_combined_success_no_parity.csv};
\addplot +[mark=none] table [col sep=comma, x=k, y=grad_h_4] {res/comp_bch_7_4_combined_success_no_parity.csv};
\addlegendentry{est}
\addlegendentry{$\nabla L$}
\addlegendentry{$\nabla h$}
\end{axis}
\end{tikzpicture}
\end{subfigure}%
\begin{subfigure}{0.32\textwidth}
\centering
\begin{tikzpicture}[scale = 0.55]
\begin{axis}[
grid=both,
xlabel={k},
width=8cm,
height=3cm,
scale only axis,
]
\addplot +[mark=none, line width=0.7pt] table [col sep=comma, x=k, y=comb_r_s_5] {res/comp_bch_7_4_combined_success_no_parity.csv};
\addplot +[mark=none] table [col sep=comma, x=k, y=grad_L_5] {res/comp_bch_7_4_combined_success_no_parity.csv};
\addplot +[mark=none] table [col sep=comma, x=k, y=grad_h_5] {res/comp_bch_7_4_combined_success_no_parity.csv};
\addlegendentry{est}
\addlegendentry{$\nabla L$}
\addlegendentry{$\nabla h$}
\end{axis}
\end{tikzpicture}
\end{subfigure}%
\begin{subfigure}{0.32\textwidth}
\centering
\begin{tikzpicture}[scale = 0.55]
\begin{axis}[
grid=both,
xlabel={k},
width=8cm,
height=3cm,
scale only axis,
]
\addplot +[mark=none, line width=0.7pt] table [col sep=comma, x=k, y=comb_r_s_6] {res/comp_bch_7_4_combined_success_no_parity.csv};
\addplot +[mark=none] table [col sep=comma, x=k, y=grad_L_6] {res/comp_bch_7_4_combined_success_no_parity.csv};
\addplot +[mark=none] table [col sep=comma, x=k, y=grad_h_6] {res/comp_bch_7_4_combined_success_no_parity.csv};
\addlegendentry{est}
\addlegendentry{$\nabla L$}
\addlegendentry{$\nabla h$}
\end{axis}
\end{tikzpicture}
\end{subfigure}%
\end{figure}
\end{frame}
\end{document}

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@ -0,0 +1,201 @@
k,comb_r_s_0,comb_r_s_1,comb_r_s_2,comb_r_s_3,comb_r_s_4,comb_r_s_5,comb_r_s_6,grad_L_0,grad_L_1,grad_L_2,grad_L_3,grad_L_4,grad_L_5,grad_L_6,grad_h_0,grad_h_1,grad_h_2,grad_h_3,grad_h_4,grad_h_5,grad_h_6
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85,0.9637263049954166,0.9846905737475092,1.0356740253306698,0.9868075680555656,0.9839222934401298,0.9776456466800209,1.053882462340738,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
86,0.9822763465067853,0.9985495826151654,1.0251173633568895,1.002873068119791,1.00112354528431,0.9942216881733443,1.0321231845085854,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
86,0.9637263049954166,0.9846905737475092,1.0356740253306698,0.9868075680555656,0.9839222934401298,0.9776456466800209,1.053882462340738,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
87,0.9822763465067853,0.9985495826151654,1.0251173633568895,1.002873068119791,1.00112354528431,0.9942216881733443,1.0321231845085854,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
87,0.9637263049954166,0.9846905737475092,1.0356740253306698,0.9868075680555656,0.9839222934401298,0.9776456466800209,1.053882462340738,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
88,0.9822763465067853,0.9985495826151654,1.0251173633568895,1.002873068119791,1.00112354528431,0.9942216881733443,1.0321231845085854,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
88,0.9637263049954166,0.9846905737475092,1.0356740253306698,0.9868075680555656,0.9839222934401298,0.9776456466800209,1.053882462340738,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
89,0.9822763465067853,0.9985495826151654,1.0251173633568895,1.002873068119791,1.00112354528431,0.9942216881733443,1.0321231845085854,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
89,0.9637263049954166,0.9846905737475092,1.0356740253306698,0.9868075680555656,0.9839222934401298,0.9776456466800209,1.053882462340738,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
90,0.9822763465067853,0.9985495826151654,1.0251173633568895,1.002873068119791,1.00112354528431,0.9942216881733443,1.0321231845085854,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
90,0.9637263049954166,0.9846905737475092,1.0356740253306698,0.9868075680555656,0.9839222934401298,0.9776456466800209,1.053882462340738,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
91,0.9822763465067853,0.9985495826151654,1.0251173633568895,1.002873068119791,1.00112354528431,0.9942216881733443,1.0321231845085854,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
91,0.9637263049954166,0.9846905737475092,1.0356740253306698,0.9868075680555656,0.9839222934401298,0.9776456466800209,1.053882462340738,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
92,0.9822763465067853,0.9985495826151654,1.0251173633568895,1.002873068119791,1.00112354528431,0.9942216881733443,1.0321231845085854,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
92,0.9637263049954166,0.9846905737475092,1.0356740253306698,0.9868075680555656,0.9839222934401298,0.9776456466800209,1.053882462340738,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
93,0.9822763465067853,0.9985495826151654,1.0251173633568895,1.002873068119791,1.00112354528431,0.9942216881733443,1.0321231845085854,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
93,0.9637263049954166,0.9846905737475092,1.0356740253306698,0.9868075680555656,0.9839222934401298,0.9776456466800209,1.053882462340738,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
94,0.9822763465067853,0.9985495826151654,1.0251173633568895,1.002873068119791,1.00112354528431,0.9942216881733443,1.0321231845085854,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
94,0.9637263049954166,0.9846905737475092,1.0356740253306698,0.9868075680555656,0.9839222934401298,0.9776456466800209,1.053882462340738,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
95,0.9822763465067853,0.9985495826151654,1.0251173633568895,1.002873068119791,1.00112354528431,0.9942216881733443,1.0321231845085854,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
95,0.9637263049954166,0.9846905737475092,1.0356740253306698,0.9868075680555656,0.9839222934401298,0.9776456466800209,1.053882462340738,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
96,0.9822763465067853,0.9985495826151654,1.0251173633568895,1.002873068119791,1.00112354528431,0.9942216881733443,1.0321231845085854,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
96,0.9637263049954166,0.9846905737475092,1.0356740253306698,0.9868075680555656,0.9839222934401298,0.9776456466800209,1.053882462340738,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
97,0.9822763465067853,0.9985495826151654,1.0251173633568895,1.002873068119791,1.00112354528431,0.9942216881733443,1.0321231845085854,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
97,0.9637263049954166,0.9846905737475092,1.0356740253306698,0.9868075680555656,0.9839222934401298,0.9776456466800209,1.053882462340738,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
98,0.9822763465067853,0.9985495826151654,1.0251173633568895,1.002873068119791,1.00112354528431,0.9942216881733443,1.0321231845085854,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
98,0.9637263049954166,0.9846905737475092,1.0356740253306698,0.9868075680555656,0.9839222934401298,0.9776456466800209,1.053882462340738,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
99,0.9822763465067853,0.9985495826151654,1.0251173633568895,1.002873068119791,1.00112354528431,0.9942216881733443,1.0321231845085854,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
99,0.9637263049954166,0.9846905737475092,1.0356740253306698,0.9868075680555656,0.9839222934401298,0.9776456466800209,1.053882462340738,0.3710008302273756,0.27718017735312295,-0.21113323947560692,0.32131000128450893,0.3440250368836013,0.3315208298664687,-0.4351855566430478,-0.3710008302273758,-0.2771801773531218,0.2111332394756062,-0.32131000128450754,-0.34402503688359987,-0.3315208298664689,0.4351855566430508
1 k comb_r_s_0 comb_r_s_1 comb_r_s_2 comb_r_s_3 comb_r_s_4 comb_r_s_5 comb_r_s_6 grad_L_0 grad_L_1 grad_L_2 grad_L_3 grad_L_4 grad_L_5 grad_L_6 grad_h_0 grad_h_1 grad_h_2 grad_h_3 grad_h_4 grad_h_5 grad_h_6
2 0 0.036677742121361705 0.043276490197156604 0.07413122396504945 0.04089600302823175 0.039429328936078506 0.03975881440696477 0.08795954701445083 -0.6112755162794097 -0.7213694052620424 -1.2362506028324964 -0.6815630668352821 -0.6570985084007086 -0.6627008583068756 -1.4673087411516332 -0.12227932614782436 -0.14416039868108962 -0.24637387646849257 -0.13635699372935284 -0.1314880703208615 -0.13247542983241978 -0.29188219913738317
3 0 0.030563775813970486 0.03606847026310212 0.06181253014162483 0.03407815334176411 0.03285492542003543 0.03313504291534378 0.07336543705758167 -0.6112755162794097 -0.7213694052620424 -1.2362506028324964 -0.6815630668352821 -0.6570985084007086 -0.6627008583068756 -1.4673087411516332 -0.12227932614782436 -0.14416039868108962 -0.24637387646849257 -0.13635699372935284 -0.1314880703208615 -0.13247542983241978 -0.29188219913738317
4 1 0.07850105684946868 0.09256181858783158 0.158255721197671 0.08753699333295037 0.08440886229225797 0.08505543197342519 0.18753953276292623 -0.574597774158048 -0.6780929150648858 -1.1621193788674469 -0.6406670638070504 -0.6176691794646301 -0.6229420438999109 -1.3793491941371825 -0.2618685204040914 -0.3076136527486136 -0.5203705657849843 -0.29215274228732213 -0.28192148765895914 -0.2829903074292976 -0.612250520832326
5 1 0.06540763082926411 0.0771811359504009 0.13223719290842179 0.07292935621858426 0.07031278790931 0.07090591660196031 0.15692700672130994 -0.574597774158048 -0.6780929150648858 -1.1621193788674469 -0.6406670638070504 -0.6176691794646301 -0.6229420438999109 -1.3793491941371825 -0.2618685204040914 -0.3076136527486136 -0.5203705657849843 -0.29215274228732213 -0.28192148765895914 -0.2829903074292976 -0.612250520832326
6 2 0.12621737082160334 0.14857311310322915 0.2528165331572175 0.1407763320539473 0.13579107484978045 0.13659465214538163 0.2986513588154548 -0.5327744594299411 -0.6288075866742109 -1.0779948816348255 -0.5940260735023317 -0.5726896461084506 -0.5776454263334505 -1.2797692083887071 -0.4215518200127518 -0.49141830363374034 -0.8132213575561054 -0.47076070091760674 -0.4549546050419989 -0.45313897710567813 -0.9424673126618643
7 2 0.10513977982096573 0.12400219792154213 0.2121554652794123 0.11723829700806696 0.1130433445976805 0.11393770329009771 0.2515279931823616 -0.5327744594299411 -0.6288075866742109 -1.0779948816348255 -0.5940260735023317 -0.5726896461084506 -0.5776454263334505 -1.2797692083887071 -0.4215518200127518 -0.49141830363374034 -0.8132213575561054 -0.47076070091760674 -0.4549546050419989 -0.45313897710567813 -0.9424673126618643
8 3 0.18071066991595958 0.21199176148026308 0.3572902227362123 0.20164262823325735 0.1946332367976856 0.19510417870517088 0.4193983355255665 -0.48505814545780634 -0.5727962921588132 -0.9834340696752789 -0.5407867347813349 -0.5213074335509281 -0.5261062061614941 -1.1686573823361783 -0.6048078364293186 -0.6955766753818652 -1.106039721904617 -0.6765391888048659 -0.6555358054071748 -0.6440843250342906 -1.2462821518660565
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