Multivariate modified Fourier series and application to boundary value problems

Author:

Adcock Ben

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics,Computational Mathematics

Reference27 articles.

1. Adcock B.: Univariate modified Fourier methods for second order boundary value problems. BIT 49(2), 249–280 (2009)

2. Adcock, B.: Convergence acceleration of modified Fourier series in one or more dimensions. Math. Comp. (2010, in press)

3. Babenko K.I.: Approximation of periodic functions of many variables by trigonometric polynomials. Sov. Math. Dokl. 1, 513–516 (1960)

4. Baszenski G., Delvos F.-J.: A discrete Fourier transform scheme for Boolean sums of trigonometric operators. In: Chui, C.K., Schempp, W., Zeller, K. (eds) Multivariate Approximation Theory IV, ISNM 90, pp. 15–24. Birkhauser, Basel (1989)

5. Brunner, H., Iserles, A., Nørsett, S.P.: The computation of the spectra of highly oscillatory Fredholm integral operators. Technical report NA2009/03, DAMTP, University of Cambridge (2009)

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