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چکیده
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ABSTRACT. This paper deals with the existence solution for the nonlinear curl-curl Kirchhoff problem: M ( ∫ R3 (j∇ Uj2+V (x) jUj2)dx )( ∇∇U+V (x)U ) = (x) jUjp1 U; R3 : (I) Our approach relies on the subspace (defocusing case) of H(curl;R3) by varia- tional method from mountain pass theorem, where V (x) 2 L 1 (R3); V (x) ⩾ 1 (a:e:) and p > 1 and M : R+ ! R+ is a continuous and increasing function.
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