Y by Mango247
In the solution of open problem Banghenz found and such that is a non-FGM monoid with . In a recent post Julmath presents an example, again with , where . Here I address a result that I found that contrasts with their examples since it focuses in the case .
Proposition: Let be a positive integer. For every there exists a non-FGM rank-d monoid with and for every .
Proposition: Let be a positive integer. For every there exists a non-FGM rank-d monoid with and for every .
This post has been edited 1 time. Last edited by Stiffler, Dec 2, 2022, 5:16 AM
Reason: Subject too large.
Reason: Subject too large.