Monash Conference on Semigroup Theory : in honour of G.B. Preston : Monash University, Clayton, Australia, 11-13 July 1990 /

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Bibliographic Details
Corporate Authors: Monash University Conference on Semigroup Theory Clayton, Vic.); World Scientific (Firm)
Group Author: Hall, T. E. (Thomas Eric) (Editor); Jones, P. R. (Editor); Meakin, J. C. (John C.) (Editor)
Published: World Scientific Publishing Co. Pte Ltd.,
Publisher Address: Singapore :
Publication Dates: 1991.
Literature type: eBook
Language: English
Subjects:
Online Access: http://www.worldscientific.com/worldscibooks/10.1142/1281#t=toc
Carrier Form: 1 online resource (354 pages) : illustrations
Bibliography: Includes bibliographical references.
ISBN: 9789814539500
Index Number: QA171
CLC: O152.7-53
Contents: A voice from the past -- G. B. Preston: his work so far -- Personal reminiscences of the early history of semigroups -- Inevitable sequences and a proof of the Type II Conjecture --Biordered sets of rings -- Eventually regular semigroups: a survey -- Topics in dual symmetric inverse semigroups -- E -dense monoids -- Bundles of correspondences of orthodox semigroups -- Abundant enlargements of monoids -- A concept of variety for regular semigroups -- Blockgroups = Powergroups -- Semigroups and combinatorics -- Free products of inverse semigroups: a survey, with examples -- Congruences associated with range sets -- Some properties of S(R) -- Consequences of Ash s proof of the Rhodes type II conjecture -- On a class of inverse submonoids of the polycyclic monoid -- Computing in finite transformation semigroups -- Group-lattices and semigroups -- On a class of matrix semigroups -- Varieties of inverse semigroups -- Residually finite semigroups in varieties -- Finitely assembled semigroups and ascending chain condition for subsemigroups -- On identities and growth functions in semigroups -- Transformation semigroups and linear algebra -- Unary semigroup joins of varieties of inverse and completely regular semigroups -- The lattice of varieties of semigroups with completely regular square -- On a certain class of P-regular semigroups.