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Kroki
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  • Montreal, QC, Canada
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Symmetric groups and Poisson processes
Use latex to some math caracters
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Symmetric groups and Poisson processes
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How to prove this (corollary of) hyperplane separation theorem?
Wait in $Y$ you can not have both $x_1$ and $x_2$ non negative. The statement is always true.
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How to prove this (corollary of) hyperplane separation theorem?
@copper.hat On $Y$, $\eta(x) = x_1-x_2$ is the same as $2x_1$, since $x_1+x_2=0$
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