The authors introduce a new procedure for the numerical treatment of Fredholm equations of the second kind on the real axis, based on a Nystrom method. The convergence of the method is proved and a priori estimates of the error are given. The case of kernels containing a Hilbert transform is also considered. © 2011 Rocky Mountain Mathematics Consortium.
A nystrom method for fredholm integral equations on the real line
Notarangelo I.
2011-01-01
Abstract
The authors introduce a new procedure for the numerical treatment of Fredholm equations of the second kind on the real axis, based on a Nystrom method. The convergence of the method is proved and a priori estimates of the error are given. The case of kernels containing a Hilbert transform is also considered. © 2011 Rocky Mountain Mathematics Consortium.
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