Ground States and Free Boundary Value Pr
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Marta GarcΔ±́a-Huidobro; RaΓΊl ManΓ‘sevich; James Serrin; Moxun Tang; Ce
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Article
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2000
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Elsevier Science
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English
β 164 KB
Using a new gradient estimate, we prove several theorems on the existence of radial ground states for the n-Laplace equation div( |{u| n&2 {u)+ f (u)=0 in R n , n>1, and the existence of positive radial solutions for the associated Dirichlet Neumann free boundary value problem in a ball. We treat ex