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[원서] Ndiaye C.B. - Multiple solutions for the scalar curvature problem…

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[원서] Ndiaye C.B. - Multiple solutions for the scalar curvature problem on the sphere , [원서] Ndiaye C.B. - Multiple solutions for the scalar curvature problem on the sphere기타솔루션 , 솔루션
[원서] Ndiaye C.B. - Multiple solutions for the scalar curvature problem on the sphere

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[원서] Ndiaye C.B. - Multiple solutions for the scalar curvature problem on the sphere
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Ndiaye%20C%20B%20%20Multiple%20solutions%20for%20the%20scalar%20curvature%20problem%20on%20the%20sphere_pdf_01.gif Ndiaye%20C%20B%20%20Multiple%20solutions%20for%20the%20scalar%20curvature%20problem%20on%20the%20sphere_pdf_02.gif Ndiaye%20C%20B%20%20Multiple%20solutions%20for%20the%20scalar%20curvature%20problem%20on%20the%20sphere_pdf_03.gif Ndiaye%20C%20B%20%20Multiple%20solutions%20for%20the%20scalar%20curvature%20problem%20on%20the%20sphere_pdf_04.gif Ndiaye%20C%20B%20%20Multiple%20solutions%20for%20the%20scalar%20curvature%20problem%20on%20the%20sphere_pdf_05.gif Ndiaye%20C%20B%20%20Multiple%20solutions%20for%20the%20scalar%20curvature%20problem%20on%20the%20sphere_pdf_06.gif

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癤 n+2

n+2
Multiple solutions for the scalar curvature problem on the sphere

CHEIKH BIRAHIM NDIAYE1
Sissa,Via Beirut 2-4,Trieste,34014 Italy

abstract. We study the existence of solutions for the prescribed scalar curvature problem on Sn with n 3. We prove that given an arbitrary K0 C2(Sn),K0 ` 0, any positive ,any 慣 in (0,1), and any

integer l we can 詮nd K C2(Sn) such that K K ` and the equation

0
C1,慣
(1)
(u n(n)u + Kun = 0, on Sn

癤 n+2

n+2
Multiple solutions for the scalar curvature problem on the sphere

CHEIKH BIRAHIM NDIAYE1
Sissa,Via Beirut 2-4,Trieste,34014 Italy

abstract. We study the existence of solutions for the prescribed scalar curvature problem on Sn with n 3. We prove that given an arbitrary K0 C2(Sn),K0 ` 0, any positive ,…(省略)




Download : Ndiaye C B Multiple solutions for the scalar curvature problem on the sphere.pdf( 21 )


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