Two questions on semigroup laws

Type: Article

Publication Date: 2002-06-01

Citations: 2

DOI: https://doi.org/10.1017/s0004972700020475

Abstract

B.H. Neumann recently proved some implications for semigroup laws in groups. This may help in the solution of a problem posed by G.M. Bergman in 1981.

Locations

  • Bulletin of the Australian Mathematical Society - View - PDF
  • Jagiellonian University Repository (Jagiellonian University) - View - PDF

Similar Works

Action Title Year Authors
+ On semigroups in a non-compact transformation group 1971 Hsin Chu
+ On Semigroups in a Non-Compact Transformation Group by 2005 HSlN Chu
+ On the generation of non-continuous semigroups 1997 Adam Bobrowski
+ On Semigroups Related to Infinite-Dimensional Groups 1991 Grigori Olshanski
+ On a class of semigroups 1999 Yu. T. Sil’chenko
+ PDF Chat On extensions of completely simple semigroups by groups 2014 Tamás Dékány
+ A note on non-commutative semigroups 1984 K. Venu Raju
J. Hanumanthachari
+ Semigroups 1995 Göran Högnäs
Arunava Mukherjea
+ On the Classification of a Certain Type of Semigroup 1960 Peter Fantham
+ Remarks on the growth of inverse semigroups 2004 L. M. Shneerson
+ On dynamical semigroups and compact group actions 1984 Ola Bratteli
+ On the semigroup BetaS 1999 Mahmoud Filali
+ On Lawrence semigroups 2008 Pilar Pisón-Casares
A. Vigneron-Tenorio
+ PDF Chat Families of numerical semigroups and a special case of the Huneke-Wiegand conjecture 2024 Miguel Landeros
Christopher O’Neill
Roberto Pelayo
Karina Peña
James Ren
Brian Wissman
+ PDF Chat Semigroups in Compact Groups 1956 Fred B. Wright
+ PDF Chat On a Semigroup Problem II 2020 Viorel Niţică
Andrew Török
+ On the generation of convolution semigroups on arbitrary locally compact groups II 1977 Eberhard Siebert
+ PDF Chat A note on contraction semigroups 1955 G. E. H. Reuter
+ PDF Chat Some Semigroup Laws in Groups 2001 Β Neumann
+ On the Theta Semigroup 2011 Wilfredo Urbina
Ahmed I. Zayed

Works That Cite This (0)

Action Title Year Authors