Numerical Methods for Solving Singular Integral Equations with O-Index

摘要

Four numerical schemes for solving singular integral equations with Cauchyprincipal value integrals and 0-index are analyzed. For the canonical equations, the properties of the discrete systems of equations are discussed. The convergence of the approximate solutions obtained by using these methods is proved. Cauchy Principal Value, Singular Integral Equation, Quadrature-Collocation Schemes, Gauss-Jacobi, Cheb shev, Condition Number.