Publication Date
Fall 10-18-2022
Abstract
Given an ideal J generated by an element of the form sm1 tm2 , where
m1 ≥ 2 and m2 ≥ 0, we illustrate how to compute the idealizer I(J) over the ring
of the rational normal curve of degree n and we give a formula for it using the
graded pieces of the sets of differential operators.
Degree Name
Mathematics
Level of Degree
Masters
Department Name
Mathematics & Statistics
First Committee Member (Chair)
Janet Vassilev
Second Committee Member
Alexandru Buium
Third Committee Member
Maria Cristina Pereyra
Language
English
Keywords
Algebra, rational normal curves, idealizer, differential operators
Document Type
Thesis
Recommended Citation
Maldonado Cortez, Perla A.. "Determining the idealizers of principal monomial ideals over a rational normal curve." (2022). https://digitalrepository.unm.edu/math_etds/194