Semigroups and formal languages : proceedings of the International Conference on Semigroups and Formal Languages, Centro de Algebra da Universidade de Lisboa, Portugal, 12-15 July 2005 /

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Bibliographic Details
Corporate Authors: International Conference on Semigroups and Formal Languages; World Scientific (Firm)
Group Author: Andr e, Jorge M. (Editor)
Published: World Scientific,
Publisher Address: Singapore ; New Jersey :
Publication Dates: 2007.
Literature type: eBook
Language: English
Subjects:
Online Access: http://www.worldscientific.com/worldscibooks/10.1142/6476#t=toc
Carrier Form: 1 online resource (x,277pages) : illustrations
Bibliography: Includes bibliographical references.
ISBN: 9812708707 (electronic bk.)
9789812708700 (electronic bk.)
CLC: O152.7-532
Contents: 1. A note on finitely generated semigroups of regular languages -- 2. Complete reducibility of pseudovarieties -- 3. Finite generation of P-semigroups with almost G-invariant idempotents -- 4. Open problems on regular languages: a historical perspective -- 5. Solving systems of equations modulo pseudovarieties of Abelian groups and hyperdecidability -- 6. Finite residue class rings of integers modulo n from the viewpoint of global semigroup theory -- 7. A P-theorem for ordered groupoids -- 8. On the finite basis problem for the monoids of extensive transformations -- 9. A Freiheitssatz for subsemigroups of one-relator groups with small cancellation condition -- 10. Wreath product decompositions for triangular matrix semigroups -- 11. In McAlister's footsteps: a random ramble around the P-theorem -- 12. On the structure if the Lattice of combinatorial Rees-Sushkevich varieties -- 13. On trivialixers and subsemigroups -- 14. Semilattice ordered inverse semigroups -- 15. Isomorphism problems for transformation semigroups -- 16. On McAlister's Monoid and its contracted algebra -- 17. Relative monoid presentations and finite derivation type -- 18. Literal varieties and pseudovarieties of homomorphisms onto Abelian groups -- 19. Factorizability in certain classes over inverse semigroups