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We prove the existence of multiple solutions
(ξ,η) for perturbations of the elliptic system with
Dirichlet boundary condition
[수식]
where [수식] are finite
and the nonlinearity g₁+2g₂ crosses eigenvalues
of A.
목차
등록된 정보가 없습니다.
참고문헌 (15)
참고문헌 신청
. H. Choi / 1996 / The multiplicity of solutions and geometry of the nonlinear elliptic equation / Studia Math 120 : 259 ~ 270
A. Ambrosetti / 1973 / Dual variation methods in critical point theory and applications / J. Functional analysis 14 : 349 ~ 381
A. C Lazer / 1986 / Critical points theory and boundary value prob-lems with nonlinearities crossing multiple eigenvalues II / Comm.in P. D. E. 11 : 1653 ~ 1676
A. C. Lazer / 1985 / Some multiplicity results for a class of semi-linear elliptic and parabolic boundary value problems / J. Math. Anal. Appl 107 : 371 ~ 395
A. C. Lazer / 1988 / symmetry theorem and applications to nonlinear partial differential equations / J. Differential Equations 72 : 95 ~ 106
A. Ambrosetti / 1973 / Dual variation methods in critical point theory and applications / J. Functional analysis 14 : 349 ~ 381
A. C Lazer / 1986 / Critical points theory and boundary value prob-lems with nonlinearities crossing multiple eigenvalues II / Comm.in P. D. E. 11 : 1653 ~ 1676
A. C. Lazer / 1985 / Some multiplicity results for a class of semi-linear elliptic and parabolic boundary value problems / J. Math. Anal. Appl 107 : 371 ~ 395
A. C. Lazer / 1988 / symmetry theorem and applications to nonlinear partial differential equations / J. Differential Equations 72 : 95 ~ 106
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