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초록
This paper is dealt with 2m-Laplacian jumping problem with nonlinearities crossing eigenvalues by using geometric mapping on the finite dimensional reduced sub- space. We get one theorem which shows at least four solutions for 2m-Laplacian jumping problem with nonlinearities crossing two eigenvalues. We obtain this result by finite dimensional reduction method and geometric mapping on the finite reduced subspace.
키워드
2m-Laplacian boundary value problem; 2m-Laplacian eigenvalue problem; jumping nonlinearity; finite dimensional reduction method; geometric mapping on the finite reduced subspace
- 제목
- Four solutions for 2m-Laplacian jumping problem crossing two eigenvalues
- 저자
- 정택선; 최규흥
- 발행일
- 2021-07
- 유형
- Y
- 권
- 31
- 호
- 3
- 페이지
- 377 ~ 387