Concave iteration semigroups of linear set-valued functions

Volume 71 / 1999

Jolanta Olko Annales Polonici Mathematici 71 (1999), 31-38 DOI: 10.4064/ap-71-1-31-38

Abstract

We consider a concave iteration semigroup of linear continuous set-valued functions defined on a closed convex cone in a separable Banach space. We prove that such an iteration semigroup has a selection which is also an iteration semigroup of linear continuous functions. Moreover it is majorized by an "exponential" family of linear continuous set-valued functions.

Authors

  • Jolanta Olko

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