Numerical approximation of young-measure solutions to parabolic systems of forward-backward type
This paper is concerned with the proof of existence and numerical approximation of large-data global-in-time Young measure solutions to initial-boundaryvalue problems for multidimensional nonlinear parabolic systems of forwardbackward type of the form Btu ´ divpapDuqq ` Bu “ F, where B P R mˆm, Bv ¨...
Автори: | Caddick, M, Suli, E |
---|---|
Формат: | Journal article |
Опубліковано: |
University of Belgrade - School of Electrical Engineering
2019
|
Схожі ресурси
Схожі ресурси
-
Parabolic systems of forward-backward type exhibiting (p,q)-type growth
за авторством: Caddick, M
Опубліковано: (2018) -
Global-in-Time Asymptotic Solutions to Kolmogorov-Feller-Type Parabolic Pseudodifferential Equations with Small Parameter—Forward- and Backward-in-Time Motion
за авторством: V. G. Danilov
Опубліковано: (2013-01-01) -
Direct solver for a difference approximation of the Forward-backward(Forward-backward热方程差分逼近的直接算法)
за авторством: YEXing-de(叶兴德)
Опубліковано: (2002-03-01) -
Smoothing properties in multistep backward difference method and time derivative approximation for linear parabolic equations
за авторством: Yubin Yan
Опубліковано: (2005-01-01) -
Numerical Study of Parabolic Pulse Generation in Backward-Pumped Erbium-Doped Fiber Amplifiers
за авторством: Ahmed M. Othman, та інші
Опубліковано: (2022-01-01)