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Browse All Reviews > Mathematics Of Computing (G) > Numerical Analysis (G.1) > Approximation (G.1.2) > Chebyshev Approximation And Theory (G.1.2...)
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1-3 of 3
Reviews about "Chebyshev Approximation And Theory (G.1.2...)":
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A third-order multistep time discretization for a Chebyshev tau spectral method
Vreman A., Kuerten J. Journal of Computational Physics 304(C): 162-169, 2016. Type: Article
The authors, in a previous paper [1], noticed large errors in turbulence dissipation rate and enstrophy near the wall of a channel when solving turbulent channel flow using a spectral Chebyshev tau method in space and a Runge-Kutta (RK...
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Feb 4 2016 |
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On Fourier series of a discrete Jacobi-Sobolev inner product
Marcellán F., Osilenker B., Rocha I. Journal of Approximation Theory 117(1): 1-22, 2002. Type: Article
This paper presents a study on Fourier series , based on the following Sobolev-type inner product: with
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May 8 2003 |
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Portable vectorized software for Bessel function evaluation
Boisvert R., Saunders B. ACM Transactions on Mathematical Software 18(4): 456-469, 1992. Type: Article
The authors’ new package of vectorized FORTRAN codes for the evaluation of Bessel functions, named VFNLIB, is a further development of Wayne Fullerton’s FNLIB package. The Bessel functions are approximated by trunca...
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Oct 1 1993 |
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