Existence and localization results for eigenvalues of Neumann BVPs with functional terms are established by reformulating as Hammerstein integral equations, applying an existence theorem, and providing a convergent fixed-point iteration with MATLAB code for numerical approximation.
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An eigenvalue result for Neumann BVPs with functional terms
Existence and localization results for eigenvalues of Neumann BVPs with functional terms are established by reformulating as Hammerstein integral equations, applying an existence theorem, and providing a convergent fixed-point iteration with MATLAB code for numerical approximation.