@misc{f0b3b16761d14236bcc0e6f28d7524c7,
title = "Groups, semigroups and finite presentations",
abstract = "Two questions are discussed. Firstly, what is the connection between the group and the semigroup defined by the same presentation? Secondly, do there exist any results for semigroups with respect to substructures being finitely presented that correspond to the classical results for groups? These themes are considered both from a geometric and a combinatorial point of view.",
keywords = "GENERALIZED TRIANGLE GROUPS, HIGH-POWERED RELATOR, FREE PRODUCT, QUOTIENT, SUBSEMIGROUPS, COXETER",
author = "Campbell, {Colin Matthew} and Robertson, {Edmund Frederick} and Nikola Ruskuc and RM Thomas",
note = "Geometric Group Theory Down Under Walter de Gruyter, (Berlin New York)",
year = "1999",
language = "English",
series = "Geometric Group Theory Down Under (edited by John Cossey, Charles F. Miller III, Walter D. Neumann nd Michael Shapiro)",
publisher = "de Gruyter",
address = "Germany",
type = "Other",
}