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An Introduction To: The Theory of Multiply Periodic Functions (Classic Reprint) - Hardcover

H. F. Baker

 
9780266418603: An Introduction To: The Theory of Multiply Periodic Functions (Classic Reprint)

Synopsis

An accessible, self-contained tour of multiply periodic functions

This book introduces the key ideas behind multiply periodic functions with clear aims and approachable first steps.

The volume is divided into two parts: the first explores hyperelliptic functions of two variables, while the second shows how the general theory can be reduced to the study of algebraic functions. It aims to present the subject from the ground up and connect it to analytical geometry, without assuming deep prior knowledge.

  • Foundations on differential equations satisfied by these functions and their geometric interpretation
  • Introduction to theta functions, Riemann surfaces, and related tools
  • Discussion of historical developments and the author’s practical approach to the subject

Ideal for readers of mathematical analysis who want a guided, beginner‑friendly entry into multiply periodic functions and their connections to geometry.

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About the Author

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