Abstract
It is shown that the coefficient matrix obtained by the discretization of singular integral equations using Gauss-Jacobi quadrature formulae is nonsingular for any n, if X is not an eigenvalue of the equation.
- Title: Subtitle
- On the solvability of singular integral equations via Gauss-Jacobi quadrature
- Creators
- Apostolos Gerasoulis (Author) - Computer Science (New Brunswick)Ram P. Srivastav (Author) - Stony Brook University
- Date published
- 1981
- Publisher
- Rutgers University
- Number of pages
- 1 online resource (15 pages)
- Academic Unit
- School of Arts and Sciences; Computer Science (SAS)
- Language
- English
- Resource Type
- Technical documentation
- Comment
- Technical report DCS-TR-102
- Identifiers
- 991031550030104646