Brouwer Fixed-point Theorem Definition

A theorem which (in one of its simplest forms) states that a continuous function from an n-dimensional unit cube (in \mathbb{R}^n) to itself has a fixed point .

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Origin of Brouwer Fixed-point Theorem

  • Named after L. E. J. Brouwer (1881-1966), Dutch mathematician and philosopher.

    From Wiktionary

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