Iteration scheme for nondensely defined ordinary differential operator equation |
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| Authors: | Sung J. Lee |
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| Affiliation: | Department of Mathematics , University of South Florida , Tampa, FL, 33620 |
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| Abstract: | An iteration scheme is given for constructing the unique least-squares solution of minimal norm for an ordinary differential operator equation. This operator is subject to generalized two- point boundary conditions and is nondensely defined. The convergence is established in a uniform topology. |
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