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Resumen de Local properties of stationary solutions of some nonlinear singular Schrödinger equations.

Lauren Vèron Árbol académico, Bouchaib Guerch

  • We study the local behaviour of solutions of the following type of equation, -?u - V(x)u + g(u) = 0 when V is singular at some points and g is a non-decreasing function. Emphasis is put on the case when V(x) = c|x|-2 and g has a power-like growth.

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