Question: Verify that x* = limk xk as defined in the preceding proof is a fixed point of the correspondence, that is x*

Verify that x* = limkʹ→∞ xkʹ as defined in the preceding proof is a fixed point of the correspondence, that is x* ∊

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For each x let denote the sub simplex of which contains x and let x 0 x 1 x denote the vertices of L... View full answer

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