Multiple positive solutions for a p-Laplace critical problem (p >1), via Morse theory
Estimates for critical groups of solutions to quasilinear elliptic systems.
Alcune applicazioni della Teoria di Morse a problemi di tipo ellittico
Critical groups computations on a class of Sobolev Banach spaces via Morse index
Multiple positive solutions for a critical quasilinear equation via Morse theory
Some results on critical groups for a class of functionals defined on Sobolev Banach spaces
We present critical groups estimates for a functional defined on the Banach space , bounded domain in , , associated to a quasilinear elliptic equation involving -laplacian. In spite of the lack of an Hilbert structure and of Fredholm property of the second order differential of in each critical point, we compute the critical groups of in each isolated critical point via Morse index.
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