TWO JUMPING NONLINEAR TERMS AND A NONLINEAR WAVE EQUATION

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Tacksun Jung
Q-Heung Choi

Abstract





We find the multiple nontrivial solutions of the equation of the form utt − uxx = b1[(u + 1)+ − 1] + b2[(u + 2)+ − 2] with Dirichlet boundary condition. Here we reduce this problem into a two-dimensional problem by using variational reduction method and apply the Mountain Pass theorem to find the nontrivial solutions.





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