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Turkish Journal of Mathematics

Authors

AHMET ÇELİK

Abstract

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 $C\equiv0(3)$ and $C\equiv2(3),$ respectively. We also examined whether half of these numerical semigroups were of maximal or almost maximal length.

DOI

10.55730/1300-0098.3445

Keywords

Length, saturated numerical semigroups, type, conductor

First Page

1528

Last Page

1538

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Mathematics Commons

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