Posted on 12 August 2021
The use of finiteness conditions to study and classify algebraic structures has been enormously influential in the development of algebra. The project focuses on finitary conditions related to monoid actions, which naturally entails a study of certain compatible relations (rather than substructures). Professor Gould says “This is an ambitious proposal to first develop mathematical machinery, then use it to solve a number of long-standing open questions for monoids, and finally apply our research to cognate areas. We are looking forward to working as a team with Post-Docs Matthew Brookes and Craig Miller”.
To find out more information please refer to the links below
Right Noetherian And Coherent Monoids - EPSRC grant details
Professor Victoria Gould - York Research Database
Professor Nik Ruškuc - St Andrews Research Portal