Compact semigroup

In mathematics, an compact semigroup is a semigroup in which the sets of solutions to equations can be described by finite sets of equations. The…

Papers overview

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2013

In this paper, we use a new method to study semilinear evolution differential inclusions with nonlocal conditions in Banach…

2010

Let (X, T, ir) be a transformation group with compact Hausdorff phase space X, and let G= [ir'/tET] be the transition group of (X…

2007

Abstract.In the paper a topological degree is constructed for the class of maps of the form − A + F where M is a closed…

1999

This paper is concerned with a general existence and continuous dependence of mild solutions to semilinear functional…

1999

1975

Let /i be a regular Borel probability measure with support F on a compact semigroup S. Let XO, X+1, X+2-.. be a sequence of…

1974

. A discrete semigroup is said to have the compact semigroup property (c.s.p.) [the compact semi-semigroup property (c.s.s.p…

1972

It is well known that every compact topological semigroup has an idempotent and every compact bicancellative semigroup is a…

1971

We show that if S is a locally compact abelian continuous-inverse semigroup whose idempotent semigroup E satisfies a certain…

1971

. Let B denote a compact semigroup with identity and G a compact abelian group. Let Ext (B, G) denote the semigroup of extensions…