On the enumeration of the set of saturated numerical semigroups with fixed Frobenius number -
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In this work, we show that if F is a positive integer, then Sat (F)={S∣ S is a saturated
numerical semigroup with Frobenius number F} is a covariety. As a consequence, we …

In this work we will show that if $ F $ is a positive integer, then ${\mathrm {Sat}}(F)=\{S\mid
S\mbox {is a saturated numerical semigroup with Frobenius number} F\} $ is a covariety. As …

In this study, we have shown that numerical semigroups $ M=< 3, C+ 1, C+ 2> $ and $ M=<
3, C, C+ 2> $ have maximal or almost maximal length, with conductor $ C $, where …

In this work, we show that if F is a positive integer, then Sat (F)={S| S is a saturated numerical
semigroup with Frobenius number F} is a covariety. As a consequence, we present two …

In this paper we present the set of saturated numerical semigroups with prime multiplicity.
We also characterize the catenary degree of these semigroups that we acquire. The …

On the enumeration of the set of saturated numerical semigroups of a given genus | SpringerLink
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This thesis is devoted to the study of the theory of numerical semigroups. First, the focus is
on saturated numerical semigroups. We will give algorithms that allows us to compute, for a …

Proportionally modular Diophantine inequalities and quotients of a numerical semigroup Page
1 Proportionally modular Diophantine inequalities and quotients of a numerical semigroup P …