Factorization invariants of the additive structure of exponential Puiseux semirings
Factorization invariants of the additive structure of exponential Puiseux semirings
Exponential Puiseux semirings are additive submonoids of [Formula: see text] generated by almost all of the nonnegative powers of a positive rational number, and they are natural generalizations of rational cyclic semirings. In this paper, we investigate some of the factorization invariants of exponential Puiseux semirings and briefly explore the …