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5. AMENABLE LOCALLY COMPACT SEMIGROUPS AND A FIXED POINT PROPERTY.

Author

AKHTARI, FATEMEH and NASR-ISFAHANI, RASOUL

Subjects
*SEMIGROUPS of operators, *BANACH spaces, *FIXED point theory
Abstract

For a locally compact semigroup S, we study a general fixed point property in terms of Banach left S-modules. We then use this property to give our main result which is a new characterization for left amenability of a large class of locally compact semigroups; finally, we investigate several examples which lead us to the conjecture that the main result remains true for all locally compact semigroups. [ABSTRACT FROM AUTHOR]

Published
2018
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