H-principle
In mathematics, the homotopy principle (h-principle) is a very general way to solve partial differential equations (PDE), and more generally partial differential relations (PDR). The h-principle is good for underdetermined PDE or PDR such as immersion problem, isometric immersions problem and so on.
Related Topics:
Mathematics - Partial differential equation - Partial differential relation
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The theory was started by works of Eliashberg, Gromov and Phillips and was based on earlier results of Hirsch, Kuiper, Nash, Smale...?
Related Topics:
Eliashberg - Gromov - Phillips - Hirsch - Kuiper - Nash - Smale
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~ Table of Content ~
| ► | Introduction |
| ► | Rough idea |
| ► | The simplest example |
| ► | Ways to prove the h-principle |
| ► | Some paradoxes |
| ► | Related theorems |
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