the set s = {(x1,x2):,x1 + x2 > 1, xỉ + xz s 1}is
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To see that H is a convex set, let x(1),x(2) ∈ H and define z ∈ R3 by z := (1 − ... Then the set S is a convex subset of Rn. Indeed, let ... [(1 − λ) x1 + λy1] + [(1 − λ) x2 + λy2] ∈ C1 + C2
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