Pseudo-Frobenius numbers of numerical semigroups with high conductor

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Abstract

The author investigates the set PF(H) of pseudo-Frobenius numbers of a numerical semigroup H. Moreover, an enlagement of the set PF(H) is studied. These sets are described when c(H) is larger than or equal to 2g(H) - 3, where c(H) is the conductor of H and g(H) is the genus of H.

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