Abstract
Let be positive integers with . For nonsymmetric, we give an alternative description, using elementary techniques, of a minimal presentation of its homogenization . As a consequence, we show that this minimal presentation is unique. We recover Bresinsky’s characterization of the Cohen–Macaulay property of and present a procedure to compute all possible catenary degrees of the elements of .
Citation
Seham Abdelnaby Taha. Pedro García-Sánchez. "Homogenization of a nonsymmetric embedding-dimension-three numerical semigroup." Involve 7 (1) 77 - 96, 2014. https://doi.org/10.2140/involve.2014.7.77
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