replace algo pos
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@@ -5,8 +5,8 @@ We now empirically evaluate the accuracy of our method, using the mean integrate
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The ground truth is given as $N=1000$ synthetic samples drawn from a bivariate mixture normal density $f$
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\begin{equation}
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\begin{split}
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\bm{X} \sim &\G{\VecTwo{0}{0}}{0.5\bm{I}} + \G{\VecTwo{3}{0}}{\bm{I}} \\
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&+ \G{\VecTwo{0}{3}}{\bm{I}} + \G{\VecTwo{-3}{0} }{\bm{I}} + \G{\VecTwo{0}{-3}}{\bm{I}}
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\bm{X} \sim & ~\G{\VecTwo{0}{0}}{0.5\bm{I}} + \G{\VecTwo{3}{0}}{\bm{I}} + \G{\VecTwo{0}{3}}{\bm{I}} \\
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&+ \G{\VecTwo{-3}{0} }{\bm{I}} + \G{\VecTwo{0}{-3}}{\bm{I}}
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\end{split}
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\end{equation}
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where the majority of the probability mass lies in the range $[-6; 6]^2$.
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