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Henri Poincare: Trois plements sur la decouverte des fonctions fuchsiennes /Three plementary Essays on the Discovery of Fuchsian Functions: Une ... manuscripts with an introductory essay

Jeremy J. Gray
4.9/5 (27554 ratings)
Description:The first of Henri Poincaré's several path-breaking contributions to mathematics was the theory of Fuchsian functions discovered in 1880. Poincaré pioneered the study of differential equations on Riemann surfaces by means of geometry and group theory, thereby establishing new fields of mathematical research which are still highly active. The three supplementary essays transcribed here originally accompanied a long essay submitted for the Grand Prix des Sciences Mathimatiques offered by the Paris Academy. They document Poincaré's discovery of Fuchsian functions, showing in detail how he made and exploited a series of insights relating non-Euclidean geometry to complex function theory. An introductory essay considers both the original and supplementary essays in context, and discusses, among other topics, their relation to Lazarus Fuchs' earlier work on the integration of linear differential equations with rational coefficients, the correspondence with Fuchs and Felix Klein, and the traces of German and French mathematical traditions in Poincaré's first major discovery.We have made it easy for you to find a PDF Ebooks without any digging. And by having access to our ebooks online or by storing it on your computer, you have convenient answers with Henri Poincare: Trois plements sur la decouverte des fonctions fuchsiennes /Three plementary Essays on the Discovery of Fuchsian Functions: Une ... manuscripts with an introductory essay. To get started finding Henri Poincare: Trois plements sur la decouverte des fonctions fuchsiennes /Three plementary Essays on the Discovery of Fuchsian Functions: Une ... manuscripts with an introductory essay, you are right to find our website which has a comprehensive collection of manuals listed.
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3527401474

Henri Poincare: Trois plements sur la decouverte des fonctions fuchsiennes /Three plementary Essays on the Discovery of Fuchsian Functions: Une ... manuscripts with an introductory essay

Jeremy J. Gray
4.4/5 (1290744 ratings)
Description: The first of Henri Poincaré's several path-breaking contributions to mathematics was the theory of Fuchsian functions discovered in 1880. Poincaré pioneered the study of differential equations on Riemann surfaces by means of geometry and group theory, thereby establishing new fields of mathematical research which are still highly active. The three supplementary essays transcribed here originally accompanied a long essay submitted for the Grand Prix des Sciences Mathimatiques offered by the Paris Academy. They document Poincaré's discovery of Fuchsian functions, showing in detail how he made and exploited a series of insights relating non-Euclidean geometry to complex function theory. An introductory essay considers both the original and supplementary essays in context, and discusses, among other topics, their relation to Lazarus Fuchs' earlier work on the integration of linear differential equations with rational coefficients, the correspondence with Fuchs and Felix Klein, and the traces of German and French mathematical traditions in Poincaré's first major discovery.We have made it easy for you to find a PDF Ebooks without any digging. And by having access to our ebooks online or by storing it on your computer, you have convenient answers with Henri Poincare: Trois plements sur la decouverte des fonctions fuchsiennes /Three plementary Essays on the Discovery of Fuchsian Functions: Une ... manuscripts with an introductory essay. To get started finding Henri Poincare: Trois plements sur la decouverte des fonctions fuchsiennes /Three plementary Essays on the Discovery of Fuchsian Functions: Une ... manuscripts with an introductory essay, you are right to find our website which has a comprehensive collection of manuals listed.
Our library is the biggest of these that have literally hundreds of thousands of different products represented.
Pages
Format
PDF, EPUB & Kindle Edition
Publisher
Release
ISBN
3527401474
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