On the Hilbert Series of the tangent cones for some 4-generated pseudo 2 symmetric monomial curves

Abstract

In this article, we study Hilbert Series of non-Cohen-Maculay tangent cones for some 4-generated pseudo symmetric monomial curves. We show that the Hilbert Function is nondecreasing by explicitly computing it. We also compute standard bases of these toric ideals.

Cited by in corpus (1)

• On the monotonicity of the Hilbert functions for 4-generated pseudo-symmetric monomial curves