@misc{10481/69146,
year = {2020},
month = {11},
url = {http://hdl.handle.net/10481/69146},
abstract = {If S is a numerical semigroup and s E S, we denote by nextS(s) = min (x E S | s < x}. Let a be an integer greater than or equal to two. A numerical semigroup is equidistant modulo a if nextS(s) - s - 1 is a multiple of a for every s E S. In this note, we give algorithms for computing the whole set of equidistant numerical semigroups modulo a with fixed multiplicity, genus, and Frobenius number. Moreover, we will study this kind of semigroups with maximal embedding dimension.},
organization = {Junta de Andalucia

MTM-2017-84890-P
 

FQM343
 

FCT PTDC/MAT/73544/2006},
publisher = {Scientific and Technical Research Council of Turkey},
keywords = {Embedding dimension},
keywords = {Frobenius number},
keywords = {Genus},
keywords = {Multiplicity},
keywords = {Modularly equidistant numerical semigroups},
keywords = {MED semigroups},
keywords = {Numerical semigroup},
title = {Modularly equidistant numerical semigroups},
doi = {10.3906/mat-2008-83},
author = {Rosales González, José Carlos and Branco, Manuel Baptista and Traesel, Márcio André},
}