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Dirichlet's Theorem and Analytic Number Theory

Title: Dirichlet's Theorem and Analytic Number Theory.
Name(s): Frey, Thomas W., author
Department of Mathematics
Type of Resource: text
Genre: Text
Issuance: monographic
Date Issued: 2015
Physical Form: computer
online resource
Extent: 1 online resource
Language(s): English
Abstract/Description: In 1837 Dirichlet proved the infinitude of primes in all arithmetic co-prime sequences. This was done by look at Dirichlet L-functions, Dirichlet series, Dirichlet characters (modulo k), and Euler Products. In this thesis, the necessary facts, theorems, and properties are shown in order to prove Dirichlet's Theorem, concluding with a proof of Dirichlet's Theorem.
Identifier: FSU_migr_uhm-0560 (IID)
Keywords: Dirichlet, Complex Analysis, Analytic Number Theory
Submitted Note: A Thesis submitted to the Department of Mathematics in partial fulfillment of the requirements for graduation with Honors in the Major.
Degree Awarded: Spring Semester, 2015.
Date of Defense: April 3, 2015.
Subject(s): Mathematics
Persistent Link to This Record:
Owner Institution: FSU
Is Part of Series: Honors Theses.

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Frey, T. W. (2015). Dirichlet's Theorem and Analytic Number Theory. Retrieved from