Normalized solutions for pseudo-relativistic Schrodinger equations

COMMUNICATIONS IN ANALYSIS AND MECHANICS（2024）

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摘要

In this paper, we consider the existence and multiplicity of normalized solutions to the following pseudo-relativistic Schrodinger equations {root-triangle +m2u+lambda u=theta|u|p-2v+|u|2]-2v,x is an element of RN, u>0,integral RN|u|2d x=a(2), whereN >= 2,a,theta,m>0, lambda is a real Lagrange parameter, 2更多

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关键词

pseudo-relativistic Schro center dot dinger operator,normalized solutions,Sobolev critical exponent

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