Exotic Heat PDE’s

Agostino Prástaro

doi:cma/1305810736

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Home > Journals > Commun. Math. Anal. > Volume 10 > Issue 1 > Article

2011 Exotic Heat PDE’s

Agostino Prástaro

Commun. Math. Anal. 10(1): 64-81 (2011).

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Abstract

Exotic heat equations that allow to prove the Poincaré conjecture, some related problems and suitable generalizations too are considered. The methodology used is the PDE's algebraic topology, introduced by A. Prástaro in the geometry of PDE's, in order to characterize global solutions.

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Agostino Prástaro . "Exotic Heat PDE’s." Commun. Math. Anal. 10 (1) 64 - 81, 2011.

Information

Published: 2011

First available in Project Euclid: 19 May 2011

zbMATH: 1276.55008

MathSciNet: MR2825954

Subjects:

Primary: 20H15 , 32Q55 , 32S20 , 55N22 , 57R20 , 58C50 , 58J32 , 58J42

Keywords: Conservation laws , crystallographic groups , Existence of local and global solutions in PDE's , Integral bordisms in PDE's , PDE's on complex manifolds category , PDE's on quantum supermanifolds category , Singular PDE's

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