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Semigroup theory
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Articles: 23
Semigroup theory is a branch of abstract algebra that studies semigroups, which are algebraic structures consisting of a non-empty set equipped with an associative binary operation.
Table of contents
1k
23
Analytic semigroup
Semigroup theory
40
Automatic semigroup
Semigroup theory
50
Bicyclic semigroup
Semigroup theory
27
Catholic semigroup
Semigroup theory
47
Four-spiral semigroup
Semigroup theory
64
Green's relations
Semigroup theory
63
Hille–Yosida theorem
Semigroup theory
65
Lumer–Phillips theorem
Semigroup theory
60
Munn semigroup
Semigroup theory
51
Nambooripad order
Semigroup theory
61
Nilsemigroup
Semigroup theory
54
Null semigroup
Semigroup theory
67
Orthodox semigroup
Semigroup theory
48
Presentation of a monoid
Semigroup theory
46
Quantum Markov semigroup
Semigroup theory
77
Quasicontraction semigroup
Semigroup theory
51
Rees factor semigroup
Semigroup theory
58
Rees matrix semigroup
Semigroup theory
21
Refinement monoid
Semigroup theory
67
Schützenberger group
Semigroup theory
72
Semigroup Forum
Semigroup theory
62
Transformation semigroup
Semigroup theory
58
Weight (strings)
Semigroup theory
Ancestors
(4)
Fields of abstract algebra
Fields of mathematics
Mathematics
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