(With Hilbert's Basis Theorem in mind.)
Is it true that every finitely presented commutative semi-ring with unit is a finite direct product of directly indecomposable factors?
(With Hilbert's Basis Theorem in mind.)
Is it true that every finitely presented commutative semi-ring with unit is a finite direct product of directly indecomposable factors?
Copyright © 2021 JogjaFile Inc.