| Description |
1 online resource (xiii, 391 pages : illustrations |
| Series |
History of Mathematics, 2472-4785 ; v. 36 |
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History of mathematics ; v. 36.
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| Contents |
Introduction Poincaré and his disk Differential equations with algebraic coefficients over arithmetic manifolds Poincaré and analytic number theory The theory of limit cycles Singular points of differential equations: On a theorem of Poincaré Periodic orbits of the three body problem: Early history, contributions of Hill and Poincaré, and some recent developments On the existence of closed geodesics Poincaré's memoir for the Prize of King Oscar II: Celestial harmony entangled in homoclinic intersections Variations on Poincaré's recurrence theorem Low-dimensional chaos and asymptotic time behavior in the mechanics of fluids The concept of "residue" after Poincaré: Cutting across all of mathematics The proof of the Poincaré conjecture, according to Perelman Henri Poincaré and the partial differential equations of mathematical physics Poincaré's calculus of probabilities Poincaré and geometric probability Poincaré and Lie's third theorem The Poincaré group Henri Poincaré as an applied mathematician Henri Poincaré and his thoughts on the philosophy of science |
| Bibliography |
Includes bibliographical references |
| Notes |
Print version record |
| Subject |
Poincaré, Henri, 1854-1912.
|
| SUBJECT |
Poincaré, Henri, 1854-1912. fast (OCoLC)fst00006529 |
|
Poincaré, Henri 1854-1912 gnd |
| Subject |
Chaotic behavior in systems.
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Three-body problem.
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Mathematical physics.
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Chaotic behavior in systems.
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Mathematical physics.
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Three-body problem.
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Differentialgleichung
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Dreikörperproblem
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Dynamisches System
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Mathematische Physik
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Algebraïsche topologie.
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Dynamische systemen.
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Automorfe functies.
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Complexe getallen.
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Chaos.
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Hemelmechanica.
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| Form |
Electronic book
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| Author |
Charpentier, Éric
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Ghys, E. (Etienne)
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Lesne, Annick
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| ISBN |
9781470418076 |
|
147041807X |
|
