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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… 
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Papers overview

Semantic Scholar uses AI to extract papers important to this topic.
2013
2013
We study the existence of solutions and optimal controls for some fractional impulsive equations of order . By means of Gronwall… 
1999
1999
This paper is concerned with a general existence and continuous dependence of mild solutions to semilinear functional… 
1975
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… 
1972
1972
It is well known that every compact topological semigroup has an idempotent and every compact bicancellative semigroup is a… 
1971
1971
We show that if S is a locally compact abelian continuous-inverse semigroup whose idempotent semigroup E satisfies a certain… 
1970
1970
SummaryThe structure of the support F of an idempotent probability measure Μ on a locally compact semigroup S is considered. It… 
1970
1970
An HL-semigroup is defined to be a topological semigroup with the property that the Schutzenberger group of each XI-class is a…