@misc{10498/34502,
year = {2018},
url = {http://hdl.handle.net/10498/34502},
abstract = {Let C ⊂ Q_+^p be a rational cone. An affine semigroup S ⊂ C is a C-semigroup whenever (C \ S) ∩ Np has only a finite number of elements. In this work, we study the tree of C-semigroups, give a method to generate it and study the C-semigroups with minimal embedding dimension.We extendWilf’s conjecture for numerical semigroups to C-semigroups and give some families of C-semigroups fulfilling the extended
conjecture. Other conjectures formulated for numerical semigroups are also studied for C-semigroups.},
publisher = {Springer},
keywords = {Affine semigroup},
keywords = {Embedding dimension},
keywords = {Frobenius number},
keywords = {Genus},
keywords = {Semigroup tree},
keywords = {Wilf’s conjecture},
title = {An extension of Wif's conjecture to affine semigroups},
doi = {10.1007/s00233-017-9906-1},
author = {García García, Juan Ignacio and Marín Aragón, Daniel and Vigneron Tenorio, Alberto},
}