Why Semigroups Are Important?
Letâ€™s learn why Semigroups Are Important. The most accurate or helpful solution is served by Mathoverflow. If neither of the proposed solutions works for you, please see 6 additional links below.
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There is known a lot about the use of groups  they just really appear a lot, and appear naturally. Is there any known nice use of semigroups in Maths to sort of prove they are indeed important in Mathematics? I understand that it is a research question, but may be somebody can hint me the direction to look on so that I would see sensibility of semigroups, if you see what I mean (so some replies like look for wikipedia are not working as they are antianswers).
Answer:
Semigroups provide a fundamental, algebraic tool in the analysis of regular languages and finite automata...
Victor at Mathoverflow Mark as irrelevant Undo
Other solutions
Answer:
Rodseth's algorithm is used to compute the Frobenius number [math]g(a,b,c)[/math], which is defined...
Sujith Vijay at Quora Mark as irrelevant Undo
Answer:
A semigroup is an underlying set S with an arrow m that takes the cartesian product SxS to another value...
Alan Garcia at Quora Mark as irrelevant Undo
A1. Determine whether the relation xRy where xRy means there exists an integer n such that x=2n y is an equivalence relation. Is the relation antisymmetric? A2. Define an operation * on R by x*y=xy +1. Show that * is commutative but not associative....
Answer:
i will help you with some.. . . 2 .. . . x*y = xy + 1 while y*x = yx + 1 = xy + 1 ... thus the relation...
alberto m at Yahoo! Answers Mark as irrelevant Undo
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