DOI: 10.5176/2251-1911_CMCGS25
Authors: Iskander Aliev and Martin Henk
Abstract: Let a be a positive integral n-dimensional primitive vector, i.e., a = (a1; : : : ; an)| 2 Zn >0 with gcd(a) := gcd(a1; : : : ; an) = 1. For a positive integer s the s- Frobenius number Fs(a), is the largest number which cannot be represented in at least s dierent ways as a non-negative integral combination of the ai's, i.e.,
