Go to:
Logótipo
Comuta visibilidade da coluna esquerda
Você está em: Start > Publications > View > A Munn tree type representation for the elements of the bifree locally inverse semigroup
Publication

Publications

A Munn tree type representation for the elements of the bifree locally inverse semigroup

Title
A Munn tree type representation for the elements of the bifree locally inverse semigroup
Type
Article in International Scientific Journal
Year
2017
Authors
Luís Oliveira
(Author)
FCUP
View Personal Page You do not have permissions to view the institutional email. Search for Participant Publications View Authenticus page View ORCID page
Journal
Vol. 183 No. 4
Pages: 653-678
ISSN: 0026-9255
Publisher: Springer Nature
Scientific classification
CORDIS: Physical sciences > Mathematics
Other information
Authenticus ID: P-00K-PXC
Abstract (EN): The Munn tree representation for the elements of the free inverse monoid is an elegant and useful tool in the theory of inverse semigroups. It has been the starting point for many of the subsequent developments in this theory. In the present paper we generalize this representation for the elements of the bifree locally inverse semigroup. We will represent each element of the bifree locally inverse semigroup as an undirected tree whose vertices, called blocks, are special vertex-labeled graphs themselves. Another distinctive characteristic of these graphs is that they have different types of edges.
Language: English
Type (Professor's evaluation): Scientific
No. of pages: 26
Documents
We could not find any documents associated to the publication.
Related Publications

Of the same authors

Treze Viagens pelo Mundo da Matemática (2012)
Book
Lucinda Lima; António Machiavelo; José Carlos Santos; João Filipe Queiró; Maria Pires de Carvalho; Luís Oliveira; Leonor Moreira; Samuel Lopes; António Guedes de Oliveira; António Bivar; Christian Lomp; António M. Fernandes; Sandra Mónica Pires; Ana Cristina Moreira Freitas; Jorge Milhazes Freitas; Jorge Rocha; Carlos Sá
Regular semigroups weakly generated by two idempotents (2019)
Summary of Presentation in a National Conference
Luís Oliveira

See all (28)

Of the same journal

Tameness of pseudovariety joins involving R (2005)
Article in International Scientific Journal
Almeida, J; Costa, JC; Zeitoun, M
Fixed points of endomorphisms over special confluent rewriting systems (2010)
Article in International Scientific Journal
Pedro V. Silva
Fixed points of endomorphisms over special confluent rewriting systems (2010)
Article in International Scientific Journal
Pedro V. Silva
Recommend this page Top
Copyright 1996-2025 © Faculdade de Direito da Universidade do Porto  I Terms and Conditions  I Acessibility  I Index A-Z
Page created on: 2025-08-06 at 17:02:12 | Privacy Policy | Personal Data Protection Policy | Whistleblowing