Документ взят из кэша поисковой машины. Адрес оригинального документа : http://num-meth.srcc.msu.ru/english/zhurnal/tom_2016/index.html
Дата изменения: Tue Apr 5 14:49:05 2016
Дата индексирования: Sun Apr 10 01:12:21 2016
Кодировка: ISO8859-5
яЛП Contents.Volume 17
Table of Contents (Volume 17, 2016)
Kalinin A.O. and Sokoloff D.D. 1-6
Intermittency of vector fields and natural random number generators
Gromov A.N. 7-12
Increasing the interval of convergence for a generalized Newton's method of solving nonlinear equations
Wang Y., Luk'yanenko D.V., and Yagola A.G. 13-20
Regularized inversion of full tensor magnetic gradient data
Vorozhtsov E.V. 21-43
Construction of third-order schemes using Lagrange-Burmann expansions for the numerical integration of inviscid gas equations
Kireev I.V. 44-54
An orthogonal power method of solving the partial eigenproblem for a symmetric nonnegative definite matrix
Evstigneev N.M. and Ryabkov O.I. 55-64
Application of multiGPU+CPU architecture for the direct numerical simulation of laminar-turbulent transition
Klimonov I.A., Korneev V.D., and Sveshnikov V.M. 65-71
Parallelization technologies for solving three-dimensional boundary value problems on quasi-structured grids using the CPU+GPU hybrid computing environment
Volokhov V.M., Martynenko S.I., Toktaliev P.D., Yanovskiy L.S., and Volokhov A.V. 72-80
New approaches to the development of highly efficient parallel algorithms for numerical solution of boundary value problems on structured grids
Volkov K.N., Emelyanov V.N., Teterina I.V., and Yakovchuk M.S. 81-100
Methods and concepts of vortex flow visualization in the problems of computational fluid dynamics
Barkalov K.A., Lebedev I.G., Sovrasov V.V., and Sysoyev A.V. 101-110
Implementation of a parallel algorithm for searching the global extremum of a function on Intel Xeon Phi
Levin I.I., Dordopulo A.I., Doronchenko Yu.I., Raskladkin M.K., and Fedorov A.M. 111-120
A reconfigurable computer system based on FPGAs with liquid cooling
Arushanyan O.B. and Zaletkin S.F. 121-131
Approximate solution of the Cauchy problem for ordinary differential equations by the method of Chebyshev series