Abstract. To solve one-dimensional linear weakly singular integral equations on bounded intervals, with input functions which may be smooth or not, we.
HIGH ORDER METHODS. FOR WEAKLY SINGULAR INTEGRAL EQUATIONS. WITH NONSMOOTH INPUT FUNCTIONS. G. MONEGATO AND L. SCUDERI. Dedicated to Professor M. R. Occorsio on ...
To solve one-dimensional linear weakly singular integral equations on bounded intervals, with input functions which may be smooth or not, we propose to ...
High order methods for weakly singular integral equations with nonsmooth input functions. Authors: G. Monegato. G. Monegato. View Profile. , L. Scuderi. L ...
Mathematics of Computation · High order methods for weakly singular integral equations with nonsmooth input functions. HTML articles powered by AMS MathViewer.
High order methods for weakly singular integral equations with nonsmooth input functions by G. Monegato and L. Scuderi (Mathematics of Computations, 1998 ...
In this paper we propose new numerical methods for linear Fredholm integral equations of the second kind with weakly singular kernels.
We have adopted a regularized spectral scheme to solve nonlinear high-dimensional weakly singular integral equations with proportional delay and nonsmooth ...
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High order methods for weakly singular integral equations with nonsmooth input functions ... weakly singular kernels; Extensions to Fredholm integral equations.
Numerical Solution of Volterra Integral Equations with Weak Singularities
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High order methods for weakly singular integral equations with nonsmooth input functions. Math. Comput., 67:1493–1515, 1998. Article MATH MathSciNet Google ...