Commutative Semigroups (Advances in Mathematics)
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It contains a wealth of material disseminated in many papers published over the last years as well as new results. This is a fine book, well thought out, written clearly and carefully, with meticulous scholarship, and full of nice results which appear in no other book; altogether a worthwhile addition to your semigroup library. Help Centre. My Wishlist Sign In Join. Be the first to write a review. Add to Wishlist.
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Ships in 15 business days. Link Either by signing into your account or linking your membership details before your order is placed. Description Table of Contents Product Details Click on the cover image above to read some pages of this book! Putcha semigroups. Commutative semigroups.
- Bibliographic Information.
- Algebraic Structure?
- Commutative Semigroups - P.A. Grillet - Google книги.
Weakly commutative semigroups. R-, L-, H-commutative semigroups.
Conditionally commutative semigroups. RC-commutative semigroups.leondumoulin.nl/language/humor/593-draculas-guest.php
Conferences and Meetings on Algebra
Quasi commutative semigroups. Realizable sets of catenary degrees of numerical monoids with Roberto Pelayo Bulletin of the Australian Mathematical Society 97 , no.
Unimodular hierarchical models and their Graver bases with Daniel Bernstein Journal of Algebraic Statistics 8 , no. Mesoprimary decomposition of binomial submodules Journal of Algebra , Factorization invariants in numerical monoids with Roberto Pelayo Contemporary Mathematics , Irreducible decomposition of binomial ideals with Thomas Kahle and Ezra Miller Compositio Mathematica , Monoid congruences, binomial ideals, and their decompositions Doctoral dissertation, Duke University In describing our dynamic approach to computing -primality, we extend the usual definition of this invariant to the quotient group of the monoid and show that several useful results naturally extend to this broader setting.
Journal of Algebra
References [Enhancements On Off] What's this? Anderson , Scott T. Barron, C.
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O'Neill, and R. Pelayo, On the set of elasticities in numerical monoids , preprint, available at arXiv To appear in Semigroup Forum.
Research Areas in Mathematics
Blanco , P. Geroldinger , Semigroup-theoretical characterizations of arithmetical invariants with applications to numerical monoids and Krull monoids , Illinois J. Algebra Appl. Chapman , P.
Llena , The catenary and tame degree of numerical monoids , Forum Math. Delgado, P.