Synopsis
This work deals with nonself-adjoint lambda-nonlinear boundary eigenvalue problems for ordinary differential equations. Asymptotic boundary conditions for uniform convergence of generalized eigenfunction expansions are given by recursion, expansion theorems are established by an analytical study of the asymptotic behaviour of Greens function. The theory is illustrated by various examples from technical mechanics.
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On Lambda-Nonlinear Boundary Eigenvalue Problems (Mathematical Research, Band 71)
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On ((Lambda))-Nonlinear Boundary Eigenvalue Problems (Mathematical Research)
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