A proof of Dirichlet's theorem using ideal theory
Crandall, James L.
Crandall, James L.
Citations
Altmetric:
Authors
Other Names
Location
Time Period
Advisors
Original Date
Digitization Date
Issue Date
1967-01-01
Type
Thesis
Genre
Keywords
Subjects (LCSH)
Electronic dissertations
Citation
Abstract
The two primary purposes of this paper are:
1.) To prove the Dirichlet Theorem: For any integers a < m
such that (a,m) = 1, there are infinitely many primes p
satisfying p = a (mod m).
2.) To discuss briefly the order of the ideal class group of
an algebraic number field.
Table of Contents
Introduction -- Basic definitions and preliminary results -- Dirichlet L - series -- Proof of Dirichlet's theorem -- The class number of a prime cyclotomic field references
Description
Thesis (M.A.)-- Wichita State Universtiy, College of Liberal Arts and Sciences, Dept. of Mathematics
Publisher
Wichita State University
Journal
Book Title
Series
Digital Collection
Finding Aid URL
Use and Reproduction
Wichita State University