Thesis Title

A Comparison of Reading Achievement Between Computer-Assisted Instruction and Traditional Instruction

Date of Graduation

Spring 1999

Degree

Master of Science in Education in Literacy

Department

Reading, Foundations and Technology

Committee Chair

Rebecca Swearingen

Subject Categories

Other Education

Abstract

We study monomial ideals in polynomial rings in two variables x, y over a field K. We determine various monomial ideals I such that Ik = (Mn)k where M is the maximal ideal generated by x, y and k is the least such integer. This is related to the well-known notion of Ratliff-Rush closures of an ideal I. We calculate the Hilbert Polynomial of certain monomial ideals. Ou approach is algebraic as well as geometric.

Copyright

© Mami Osaki McCraw

Citation-only

Dissertation/Thesis

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