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چکیده
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In this paper, using a variational method and some critical points theorems, we show the existence of at least one weak solution for perturbed impulsive fourth-order Kirchhoff type problems. Indeed, using a consequence of the local minimum theorem due Bonanno we investigate the existence of one nontrivial solution for our problem under algebraic conditions on the nonlinear part. A concrete example of an application is then presented.
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