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ON GROUND STATE SOLUTIONS FOR SUPERLINEAR DIRAC EQUATION 被引量:1
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作者 张健 唐先华 张文 《Acta Mathematica Scientia》 SCIE CSCD 2014年第3期840-850,共11页
This article is concerned with the nonlinear Dirac equations-iδtψ=ich ∑k=1^3 αkδkψ-mc^2βψ+Rψ(x,ψ) in R^3.Under suitable assumptions on the nonlinearity, we establish the existence of ground state solution... This article is concerned with the nonlinear Dirac equations-iδtψ=ich ∑k=1^3 αkδkψ-mc^2βψ+Rψ(x,ψ) in R^3.Under suitable assumptions on the nonlinearity, we establish the existence of ground state solutions by the generalized Nehari manifold method developed recently by Szulkin and Weth. 展开更多
关键词 Nonlinear Dirac equation ground state solutions generalized nehari manifold strongly indefinite functionals
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