Relaxation Methods Mathematics

54 books
Ètude de l'écoulement d'un fluide dans un tunnel prismatique de section trapézoídaleÈmile Rodet
⏱ 1h 36m

Ètude de l'écoulement d'un fluide dans un tunnel prismatique de section trapézoídale

Èmile Rodet

196096 pp.
A preliminary study of relaxation methods for the inviscid conservative gasdynamics equations using flux splittingJoseph L Steger
⏱ 53m

A preliminary study of relaxation methods for the inviscid conservative gasdynamics equations using flux splitting

Joseph L Steger

198153 pp.
Upwind relaxation algorithms for the Navier Stokes equationsJames L. Thomas
⏱ 2h 8m

Upwind relaxation algorithms for the Navier Stokes equations

James L. Thomas

1985128 pp.
Differential equations with small parameters and relaxation oscillationsE. F. Mishchenko
⏱ 3h 48m

Differential equations with small parameters and relaxation oscillations

E. F. Mishchenko

1980228 pp.
Asymptotic attainabilityA. G. Chent͡sov
⏱ 5h 22m

Asymptotic attainability

A. G. Chent͡sov

1997322 pp.
Konechno-additivnye mery i relaksat͡sii ėkstremalʹnykh zadachA. G. Chent͡sov
⏱ 3h 51m

Konechno-additivnye mery i relaksat͡sii ėkstremalʹnykh zadach

A. G. Chent͡sov

1993231 pp.
Relaksat͡sionnye kolebanii͡a v matematicheskikh modeli͡akh ėkologiiA. I͡U Kolesov
⏱ 2h 3m

Relaksat͡sionnye kolebanii͡a v matematicheskikh modeli͡akh ėkologii

A. I͡U Kolesov

1993123 pp.
WaveformsHomer B. Tilton
⏱ 4h 5m

Waveforms

Homer B. Tilton

1986245 pp.
The use of Chebyshev matrix polynomials in the iterative solution of linear equations compared to the method of successive overrelaxtionGene H. Golub
⏱ 2h 13m

The use of Chebyshev matrix polynomials in the iterative solution of linear equations compared to the method of successive overrelaxtion

Gene H. Golub

1959133 pp.
A factorization procedure that is equivalent to successive over relaxationMartin A. Diamond

A factorization procedure that is equivalent to successive over relaxation

Martin A. Diamond

1971No page data
Different͡s︡ialʹnye uravnenii͡a︡ s malym parametrom i relaksat͡s︡ionnye kolebanii͡a︡E. F. Mishchenko
⏱ 4h 7m

Different͡s︡ialʹnye uravnenii͡a︡ s malym parametrom i relaksat͡s︡ionnye kolebanii͡a︡

E. F. Mishchenko

1975247 pp.
Different︠s︡ialʹnye uravnenii︠a︡ s malym parametrom i relaksat︠s︡ionnye kolebanii︠a︡Evgeniĭ Frolovich Mishchenko
⏱ 4h 7m

Different︠s︡ialʹnye uravnenii︠a︡ s malym parametrom i relaksat︠s︡ionnye kolebanii︠a︡

Evgeniĭ Frolovich Mishchenko

1975247 pp.
Strukturnoe stokhasticheskoe modelirovanie relaksat͡sionnykh zadachA. A. Pi͡arnpuu
⏱ 41m

Strukturnoe stokhasticheskoe modelirovanie relaksat͡sionnykh zadach

A. A. Pi͡arnpuu

198641 pp.
Semiclassical Dynamics and RelaxationD.S.F. F. Crothers
⏱ 5h 56m

Semiclassical Dynamics and Relaxation

D.S.F. F. Crothers

2010356 pp.
Solution of elliptic partial differential equations by fast Poisson solvers using a local relaxation factorSin-Chung Chang
⏱ 14m

Solution of elliptic partial differential equations by fast Poisson solvers using a local relaxation factor

Sin-Chung Chang

198614 pp.
Relaxation oscillations in mathematical models of ecologyA. I︠U︡ Kolesov
⏱ 2h 6m

Relaxation oscillations in mathematical models of ecology

A. I︠U︡ Kolesov

1995126 pp.
Chislennoe modelirovanie vzaimodeĭstvi͡ia razrezhennogo gaza s tverdoĭ poverkhnostʹ͡iuG. A. ͡TSvetkov
⏱ 24m

Chislennoe modelirovanie vzaimodeĭstvi͡ia razrezhennogo gaza s tverdoĭ poverkhnostʹ͡iu

G. A. ͡TSvetkov

199024 pp.
Adaptive relaxation for the steady-state analysis of Markov chainsGraham Horton

Adaptive relaxation for the steady-state analysis of Markov chains

Graham Horton

1994No page data
Relaksat︠s︡ii nelineĭnykh ėkstremalʹnykh zadachA. G. Chent͡sov
⏱ 1h 59m

Relaksat︠s︡ii nelineĭnykh ėkstremalʹnykh zadach

A. G. Chent͡sov

1991119 pp.
On the determination of the optimum relaxation factor for the SOR method when the eigenvalues of the Jacobi method are complexYoung, David M.
⏱ 1h 11m

On the determination of the optimum relaxation factor for the SOR method when the eigenvalues of the Jacobi method are complex

Young, David M.

197071 pp.
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