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Title
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On the minimal solution of bi-Laplacian equation
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Type
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JournalPaper
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Keywords
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Semilinear biharmonic operator، Navier boundary condition، Minimal solution، Convex function.
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Abstract
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We study the existence of positive solution to the problem \Del(u)+ q (x)u = h(u) + g (x) in ;\Omega u > 0 in ; u = 0 = u on \Omega ; where \Omega is a smooth bounded domain in R^N. We verify existence u of minimal positive solution for main problem .
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Researchers
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Clemente Cesarano (Fourth Researcher), Carlo Cattani (Third Researcher), Mohsen Alimohammady (Second Researcher), Mohsen Alizadeh (First Researcher)
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