Functionals of Finite Riemann Surfaces

Nonfiction, Science & Nature, Mathematics
Cover of the book Functionals of Finite Riemann Surfaces by Menahem Schiffer, Donald C. Spencer, Dover Publications
View on Amazon View on AbeBooks View on Kobo View on B.Depository View on eBay View on Walmart
Author: Menahem Schiffer, Donald C. Spencer ISBN: 9780486795430
Publisher: Dover Publications Publication: June 1, 2014
Imprint: Dover Publications Language: English
Author: Menahem Schiffer, Donald C. Spencer
ISBN: 9780486795430
Publisher: Dover Publications
Publication: June 1, 2014
Imprint: Dover Publications
Language: English
This advanced monograph on finite Riemann surfaces, based on the authors' 1949–50 lectures at Princeton University, remains a fundamental book for graduate students. The Bulletin of the American Mathematical Society hailed the self-contained treatment as the source of "a plethora of ideas, each interesting in its own right," noting that "the patient reader will be richly rewarded."
Suitable for graduate-level courses, the text begins with three chapters that offer a development of the classical theory along historical lines, examining geometrical and physical considerations, existence theorems for finite Riemann surfaces, and relations between differentials. Subsequent chapters explore bilinear differentials, surfaces imbedded in a given surface, integral operators, and variations of surfaces and of their functionals. The book concludes with a look at applications of the variational method and remarks on generalization to higher dimensional Kahler manifolds.
View on Amazon View on AbeBooks View on Kobo View on B.Depository View on eBay View on Walmart
This advanced monograph on finite Riemann surfaces, based on the authors' 1949–50 lectures at Princeton University, remains a fundamental book for graduate students. The Bulletin of the American Mathematical Society hailed the self-contained treatment as the source of "a plethora of ideas, each interesting in its own right," noting that "the patient reader will be richly rewarded."
Suitable for graduate-level courses, the text begins with three chapters that offer a development of the classical theory along historical lines, examining geometrical and physical considerations, existence theorems for finite Riemann surfaces, and relations between differentials. Subsequent chapters explore bilinear differentials, surfaces imbedded in a given surface, integral operators, and variations of surfaces and of their functionals. The book concludes with a look at applications of the variational method and remarks on generalization to higher dimensional Kahler manifolds.

More books from Dover Publications

Cover of the book Borders, Frames and Decorative Motifs from the 1862 Derriey Typographic Catalog by Menahem Schiffer, Donald C. Spencer
Cover of the book Bach Masterpieces for Solo Piano by Menahem Schiffer, Donald C. Spencer
Cover of the book Hydraulics of Groundwater by Menahem Schiffer, Donald C. Spencer
Cover of the book Women by Menahem Schiffer, Donald C. Spencer
Cover of the book The Metamorphosis and Other Stories by Menahem Schiffer, Donald C. Spencer
Cover of the book Many Marriages by Menahem Schiffer, Donald C. Spencer
Cover of the book The Two Gentlemen of Verona by Menahem Schiffer, Donald C. Spencer
Cover of the book Complete Variations for Solo Piano by Menahem Schiffer, Donald C. Spencer
Cover of the book Molecular Vibrations by Menahem Schiffer, Donald C. Spencer
Cover of the book The Sun, The Idea & Story Without Words by Menahem Schiffer, Donald C. Spencer
Cover of the book Cooking for Absolute Beginners by Menahem Schiffer, Donald C. Spencer
Cover of the book Exotic Flowers for Artists and Craftspeople by Menahem Schiffer, Donald C. Spencer
Cover of the book Italian Picture Word Book by Menahem Schiffer, Donald C. Spencer
Cover of the book Danger in Chess by Menahem Schiffer, Donald C. Spencer
Cover of the book New York Panorama by Menahem Schiffer, Donald C. Spencer
We use our own "cookies" and third party cookies to improve services and to see statistical information. By using this website, you agree to our Privacy Policy