
The Analytical and Topological Theory of Semigroups
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Content
- Intro
- Part I. Lie theory and algebraic geometry
- Lie groups and semigroups
- Applications of Lie semigroups in analysis
- Embedding semigroups into Lie groups
- Algebraic varieties and semigroups
- Part II. The compact case
- Compact semilattices, partial orders and topology
- Compact semitopological semigroups
- Semigroupes affines semitopologiques compacts
- Compact semigroups with one-sided continuity
- Part III. Functional analysis on semigroups
- Measure algebras on semigroups
- Positive definite and related functions on semigroups
- Convolution semigroups and potential kernels on a commutative hypergroup
- Amenability of semigroups
- Part IV. Applications: Systems theory, number theory, probability, topology
- Applications of semigroups to geometric control theory
- The semigroup ßN and its applications to number theory
- Probability measures on semigroups of nonnegative matrices
- Some trends and directions in the investigation of congruences on S(X)
- List of contributors
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