Publication | Closed Access
The catenary and tame degree of numerical monoids
55
Citations
6
References
2009
Year
Geometry Of NumberSchubert CalculusM-theoryComputational Number TheoryNumerical MonoidsComputer AlgebraAlgebraic MethodTame DegreeComputer ScienceEnumerative GeometryDiscrete MathematicsNumerical Monoid
We construct an algorithm which computes the catenary and tame degree of a numerical monoid. As an example we explicitly calculate the catenary and tame degree of numerical monoids generated by arithmetical sequences in terms of their first element, the number of elements in the sequence and the difference between two consecutive elements of the sequence.
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