Analysis of a low linear perturbed Choquard equation with critical growth

Journal of Fixed Point Theory and Applications(2022)

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摘要
In this note, we are concerned with the following critical Choquard equation with lower linear perturbation -Δ u+a(x)u=(I_α*|u|^2^*_α)|u|^2^*_α-2u, u∈ D^1,2(ℝ^N). where N≥ 3,max{N-4,0}<α 更多
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关键词
Choquard equations,critical exponent,global compactness,Krasnoselskii genus,46B30,47B38,35J62,35J50
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