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Award ID contains: 1700180

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  1. ; ( , Communications in Mathematical Physics)
    null (Ed.)
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  2. ( , Geometric and functional analysis)
    Let (M,ρ) be a metric space and let Y be a Banach space. Given a positive integer m, let F be a set-valued mapping from M into the family of all compact convex subsets of Y of dimension at most m. In this paper we prove a finiteness principle for the existence of a Lipschitz selection of F with the sharp value of the finiteness constant. 
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  3. ; ; ( , Communications on Pure and Applied Mathematics)
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  4. ; ; ( , Revista Matemática Iberoamericana)
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