Fast spectral Galerkin method for logarithmic singular equations on a segment
We present a fast Galerkin spectral method to solve logarithmic singular equations on segments. The proposed method uses weighted first-kind Chebyshev polynomials. Convergence rates of several orders are obtained for fractional Sobolev spaces He−1/2 (or H−1/200 ). Main tools are the approximation pr...
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| Fformat: | Journal article |
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Global Science Press
2017
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