Developments Obtained by Cauchy's Theorem: With Applications to the Elliptic Functions
Henry Parker Manning presents a mathematical study focused on developments obtained through Cauchy’s theorem and their applications to elliptic functions. The work offers a specialized look at classical analytical methods for readers interested in complex analysis, elliptic functions, and the history of higher mathematics.
About This Book
Developments Obtained by Cauchy's Theorem: With Applications to the Elliptic Functions is a mathematical work by Henry Parker Manning.
The book centers on developments obtained through Cauchy’s theorem.
It also addresses applications related to elliptic functions, connecting complex analysis with a significant area of higher mathematics.
This title may interest readers exploring classical mathematical theory and the historical development of analytical methods.
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