Research Article

The complexity of a numerical semigroup

Published in: Quaestiones Mathematicae
Volume 46 , issue 9 : Entrepreneurship and Africa’s Cultural Context , 2024 , pages: 1847–1861

DOI: 10.2989/16073606.2022.2114391

Author(s): J.I. García-García Universidad de Cádiz, Spain, M.A. Moreno-Frías Universidad de Cádiz, Spain, J.C. Rosales Universidad de Granada, Spain, A. Vigneron-Tenorio Universidad de Cádiz, Spain,

Keywords: 11B13, 11P70, 13P25, 20M12, 20M14, Complexity, extension, i-chain, i-pertinent map, ideal, numerical semigroup,

Download full text Get new issue alerts

Abstract

Let S and Δ be numerical semigroups. A numerical semigroup S is an I(Δ)-semigroup if S \ {0} is an ideal of Δ. We denote by S is an I(Δ)-semigroup}, and we say that Δ is an ideal extension of S if S

« Chernoff’s inequality in Riesz spaces

Almost clean elements in C(X) »

Research Article

The complexity of a numerical semigroup

Abstract

Get new issue alerts for Quaestiones Mathematicae

Latest news

Latest articles