Discrete fixed points: models, complexities, and applications

Discrete fixed points: models, complexities, and applications

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We study three discrete fixed point concept (SPERNER, DPZP, BROUWER) under two different models: the polynomial-time function model and the oracle function model. We fully characterize the computational complexities of these three problems. The computational complexity unification of the above probl...

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Bibliografiska uppgifter
Huvudupphovsmän:	Deng, X, Zhang, J, Qi, Q, Saberi, A
Materialtyp:	Journal article
Språk:	English
Publicerad:	INFORMS 2011

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