About Book
Contents Include: Definitions and Examples, Formal Results, Kaplansky Amitsur Theorem, Levitski, Central Simple Algebras, Applications to Finite Demensional Algebras, The Brauer Group of Field, Cyclic Algebras, Matrix Algebras, Non Crossed Produce Division Algebras. This book presents several results on elliptic functions and Pi, using Jacobi’s triple product identity as a tool to show suprising connections between different topics within number theory such as theta functions, Eisenstein series, the Dedekind delta function, and Ramanujan’s work on Pi. The included exercises make it ideal for both classroom use and self-study.
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