Let x be compact set and function f x rarr x satisfies dfx
Let X be compact set and function f : X → X satisfies d(f(x), f(y)) ? d(x, y) whenever x ≠ y
Prove f has a fixed point.
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let x be compact set and function f x rarr x satisfies dfx fy dx ynbspwhenever x ne yprove f has a fixed
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