单词 | Fixed Point Theorem |
释义 | Fixed Point TheoremIf is a continuous function For All , then has a Fixed Point in .This can be proven by noting that Since is continuous, the Intermediate Value Theorem guarantees that there exists a such that so there must exist a such that so there must exist a Fixed Point .See also Banach Fixed Point Theorem, Brouwer Fixed Point Theorem, Kakutani's Fixed Point Theorem,Lefshetz Fixed Point Formula, Lefshetz Trace Formula, Poincaré-Birkhoff Fixed PointTheorem, Schauder Fixed Point Theorem |
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