Sperner's lemma
Купить книгу по требованию автора Jesse Russell, Ronald Cohn - «Sperner's lemma» за 1 253,75 в интернет-магазине книг «МОСКВА». Доставка по всей России!
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издательство:
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VSD
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год издания:
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2012
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язык текста:
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Английский
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страниц:
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138
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код товара:
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1817756
Аннотация к книге "Sperner's lemma" Jesse Russell, Ronald Cohn:High Quality Content by WIKIPEDIA articles! In mathematics, Sperner's lemma is a combinatorial analog of the Brouwer fixed point theorem, which follows from it. Sperner's lemma states that every Sperner coloring (described below) of a triangulation of an n-dimensional simplex contains a cell colored with a complete set of colors. The initial result of this kind was proved by Emanuel Sperner, in relation with proofs of invariance of domain. Sperner colorings have been used for effective computation of fixed points, in root-finding algorithms, and are applied in fair division (cake cutting) algorithms.
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