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Abstract
Let M be a monoid and let theta be an endomorphism of M. We prove that if the BruckReilly extension BR(M, theta) is finitely presented, then the BruckReilly extension BR(M, theta(m)) is also finitely presented for all m >= 1.
Original language  English 

Pages (fromto)  389402 
Number of pages  14 
Journal  Algebra Colloquium 
Volume  14 
Publication status  Published  Sept 2007 
Keywords
 monoid
 morphism
 presentation
 generators
 PRESENTATIONS
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Dive into the research topics of 'On finite presentability of BruckReilly extensions of a monoid with respect to an endomorphism and its powers'. Together they form a unique fingerprint.Projects
 1 Finished

EP/C523229/1: Multidisciplinary Critical Mass in Computational Algebra and Applications
Linton, S. A. (PI), Gent, I. P. (CoI), Leonhardt, U. (CoI), Mackenzie, A. (CoI), Miguel, I. J. (CoI), Quick, M. (CoI) & Ruskuc, N. (CoI)
1/09/05 → 31/08/10
Project: Standard