Definition 13.1.1 (Convex Set).label A set $c\suf\R^{n}$ is convex if it satisfies at least one of the following
$c=\emp$
$\fall x,y\in c,\lam\in[0,1]$ we have $\lam x+(1-\lam)y\in c$
Definition 13.1.1 (Convex Set).label A set $c\suf\R^{n}$ is convex if it satisfies at least one of the following
$c=\emp$
$\fall x,y\in c,\lam\in[0,1]$ we have $\lam x+(1-\lam)y\in c$
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