Let X and Y be compact subsets of a finite-dimensional normed linear space, and let f be

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Let X and Y be compact subsets of a finite-dimensional normed linear space, and let f be a continuous functional on X × Y. Then
Let X and Y be compact subsets of a finite-dimensional
Let X and Y be compact subsets of a finite-dimensional

if and only if there exists a point (x*, y*) ˆˆ X × Y such that

Let X and Y be compact subsets of a finite-dimensional

for every x ˆˆ X and y ˆˆ Y

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