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- W2165622291 abstract "We study the existence of many positive nonradial solutions of a superlinear Dirichlet problem in an annulus in R N . Our strategy consists of nding the minimizer of the energy functional restricted to the Nehrai manifold of a subspace of functions with symmetries. The minimizer is a global critical point and therefore is a desired solution. Then we show thattheminimal energy solutions in dierentsymmetricclasses havemutually dierent energies. The same approach has been used to prove the existence of many sign-changing nonradial solutions (see [5])." @default.
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- W2165622291 title "Existence of Many Positive Nonradial Solutions for a Superlinear Dirichlet Problem on thin Annuli" @default.
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