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[원서] Damascelli L. - Symmetry of C^1 solutions of p-Laplace equations in R^N




Symmetry of C1 Solutions of p - Laplace equations in IRN
Lucio DamascelliDipartimento di Matematica,
Universit`a di Roma Tor Vergata Via della Ricerca Scienti詮ca 00133 Roma, Italy

Mythily Ramaswamy T.I.F.R. Centre I.I.Sc. Campus Bangalore - 560 012 India

Abstract
The moving plane method is used in this paper to get the radial symmetry of the positive C1 ground state solutions of the equation div(|Du|pDu) = f(u) in IRN, in the case 1 ` p ` 2, for a locally Lipschit



Symmetry of C1 Solutions of p - Laplace equations in IRN
Lucio DamascelliDipartimento di Matematica,
Universit`a di Roma Tor Vergata Via della Ricerca Scienti詮ca 00133 Roma, Italy

Mythily Ramaswamy T.I.F.R. Centre I.I.Sc. Campus Bangalore - 560 012 India

Abstract
The moving plane method is used in this paper to get the radi…(To be continued )
Damascelli%20L%20%20Symmetry%20of%20C^1%20solutions%20of%20p%20Laplace%20equations%20in%20R^N_pdf_01.gif Damascelli%20L%20%20Symmetry%20of%20C^1%20solutions%20of%20p%20Laplace%20equations%20in%20R^N_pdf_02.gif Damascelli%20L%20%20Symmetry%20of%20C^1%20solutions%20of%20p%20Laplace%20equations%20in%20R^N_pdf_03.gif Damascelli%20L%20%20Symmetry%20of%20C^1%20solutions%20of%20p%20Laplace%20equations%20in%20R^N_pdf_04.gif Damascelli%20L%20%20Symmetry%20of%20C^1%20solutions%20of%20p%20Laplace%20equations%20in%20R^N_pdf_05.gif Damascelli%20L%20%20Symmetry%20of%20C^1%20solutions%20of%20p%20Laplace%20equations%20in%20R^N_pdf_06.gif
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[원서] Damascelli L. - Symmetry of C^1 solutions of p-Laplace equations in R^N , [원서] Damascelli L. - Symmetry of C^1 solutions of p-Laplace equations in R^N기타솔루션 , 솔루션
[원서] Damascelli L. - Symmetry of C^1 solutions of p-Laplace equations in R^N




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