Date of Award
5-2009
Document Type
Thesis
Degree Name
Master of Science (MS)
Legacy Department
Mathematical Science
Committee Chair/Advisor
James, Kevin
Committee Member
Maharaj , Hiren
Abstract
Consider Fr[t] where r = pm for some prime p and m in the natural numbers. Let f(t) be an irreducible square-free polynomial with even degree in Fr[t] so that the leading coeffcient is not a square
mod Fr. Let A = L = Fr[t][\sqrt{f(t)}].
We will examine the basic set-up required for a dimension two rank one Drinfeld module over L along with an explanation of our choice of f(t). In addition we will show the construction for the exponential function.
Recommended Citation
Trentacoste, Catherine, "Construction of a Dimension Two Rank One Drinfeld Module" (2009). All Theses. 540.
https://open.clemson.edu/all_theses/540