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Nonhomogeneous fractional pp-Kirchhoff problems involving a critical nonlinearity

机译:涉及临界非线性的非齐次分数pp-Kirchhoff问题

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This paper is concerned with the existence of solutions for a kind of nonhomogeneous critical pp-Kirchhoff type problem driven by an integro-differential operator LpKLKp. In particular, we investigate the equation: M(?R2n|v(x)?v(y)|p|x?y|n+psdxdy)LpKv(x)=μg(x)|v|q?2v+|v|p?s?2v+μf(x)in Rn, M(?R2n|v(x)?v(y)|p|x?y|n+psdxdy)LKpv(x)=μg(x)|v|q?2v+|v|ps??2v+μf(x)in Rn, where g(x)>0g(x)>0, and f(x)f(x) may change sign, μ>0μ>0 is a real parameter, 0ps, 1
机译:本文关注由积分微分算子LpKLKp驱动的一类非齐次临界pp-Kirchhoff型问题的解的存在。特别是,我们研究方程:M(?R2n | v(x)?v(y)| p | x?y | n | psdxdy)LpKv(x)=μg(x)| v | q?2v + | v | Rn中的| p?s?2v +μf(x),M(?R2n | v(x)?v(y)| p | x?y | n + psdxdy)LKpv(x)=μg(x)| v | Rn中的| q?2v + | v | ps ?? 2v +μf(x),其中g(x)> 0g(x)> 0,而f(x)f(x)可能会改变符号,μ>0μ> 0是一个实参,0 ps,1

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