Numerical Solutions of Non-Uniquely Solvable Integral Equations Using Finite Rank Modifications.
Rept. no. 4 (Final) 1 Jun 81-1 Mar 84,
SPELMAN COLL ATLANTA GA
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The authors research has produced a new method for the approximation of eigenfunctions and generalized eigenfunctions of a type of integral operator by using finite range perturbations Research continues on the development of a numerical procedure for solving Fredholm integral equations of the second kind that have no unique solution by employing the same type of finite rank modification.
- Theoretical Mathematics