problem 1.tex (1490B)
1 \begin{tikzpicture} 2 \node[anchor=south west] at (0, 5) {\IfLanguageName{french}{Distribution dégénérée}{Degenerate distributions}:}; 3 \drawDistribution{activation}{\(P(\rndm{r}\mid s_1) = \)}{4.5}{0/0.32, 1/0.35, 2/0.31, 3/0.37, 4/0.38, 5/0.36, 6/0.34, 7/0.36, 8/0.36, 9/0.31} 4 \drawDistribution{activation}{\(P(\rndm{r}\mid s_2) = \)}{4}{0/0.31, 1/0.37, 2/0.38, 3/0.35, 4/0.32, 5/0.33, 6/0.37, 7/0.36, 8/0.32, 9/0.35} 5 \drawDistribution{activation}{\(P(\rndm{r}\mid s_3) = \)}{3.5}{0/0.32, 1/0.35, 2/0.31, 3/0.38, 4/0.32, 5/0.33, 6/0.37, 7/0.33, 8/0.32, 9/0.33} 6 \drawDistribution{activation}{\(P(\rndm{r}\mid s_4) = \)}{3}{0/0.33, 1/0.31, 2/0.34, 3/0.36, 4/0.34, 5/0.33, 6/0.37, 7/0.35, 8/0.36, 9/0.32} 7 \node at (0.75, 2.665) {\(\vdots\)}; 8 9 \node[anchor=south west] at (0, 2) {\IfLanguageName{french}{Distribution désirée}{Desired distributions}:}; 10 \drawDistribution{activation}{\(P(\rndm{r}\mid s_1) = \)}{1.5}{0/0.02, 1/0.05, 2/0.01, 3/0.07, 4/0.88, 5/0.06, 6/0.04, 7/0.06, 8/0.06, 9/0.01} 11 \drawDistribution{activation}{\(P(\rndm{r}\mid s_2) = \)}{1}{0/0.01, 1/0.07, 2/0.88, 3/0.05, 4/0.02, 5/0.03, 6/0.07, 7/0.06, 8/0.02, 9/0.05} 12 \drawDistribution{activation}{\(P(\rndm{r}\mid s_3) = \)}{0.5}{0/0.02, 1/0.05, 2/0.01, 3/0.88, 4/0.02, 5/0.03, 6/0.07, 7/0.03, 8/0.02, 9/0.03} 13 \drawDistribution{activation}{\(P(\rndm{r}\mid s_4) = \)}{0}{0/0.03, 1/0.01, 2/0.04, 3/0.06, 4/0.04, 5/0.03, 6/0.87, 7/0.05, 8/0.06, 9/0.02} 14 \node at (0.75, -0.335) {\(\vdots\)}; 15 \end{tikzpicture}%