Self-adjoint fourth order differential operators with eigenvalue parameter dependent boundary conditions
The eigenvalue problem y(4)(¸; x) ¡ (gy0)0(¸; x) = ¸2y(¸; x) with boundary conditions y(¸; 0) = 0; y00(¸; 0) = 0; y(¸; a) = 0; y00(¸; a) + i®¸y0(¸; a) = 0; where g 2 C1[0; a] is a real valued function and ® > 0, has an operator pencil L(¸) = ¸2 ¡ i®¸K ¡ A realization with self-adjoint opera...
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| Format: | Others |
| Language: | en |
| Published: |
2009
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| Online Access: | http://hdl.handle.net/10539/7250 |