EDB — 19D

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Definition 56

[19D] A closed convex set $A \subset R^{n}$ is said strictly convex if, for every $x, y \in A$ with $x \neq y$ and every $t \in (0, 1)$ you have

(t x + (1 - t) y) \in A^{\circ} .

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Authors: "Mennucci , Andrea C. G." .

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