RUS  ENG
Полная версия
ЖУРНАЛЫ // Журнал вычислительной математики и математической физики

Ж. вычисл. матем. и матем. физ., 1966, том 6, номер 3, страницы 466–476 (Mi zvmmf7482)

О некоторых системах квазилинейных параболических уравнений дивергентного вида
Я. И. Канель

Эта публикация цитируется в следующих статьяx:
  1. Alan Jeffrey, Huijiang Zhao, “Global existence and optimal temporal decay estimates for systems of parabolic conservation laws i: the one-dimensional case”, Applicable Analysis, 70:1-2 (1998), 175  crossref
  2. Huijiang Zhao, “Solutions in the large for certain nonlinear parabolic systems in arbitrary spatial dimensions”, Applicable Analysis, 59:1-4 (1995), 349  crossref
  3. Kenneth Kuttler, Darrell Hicks, “Weak solutions of initial-boundary value problems for class of nonlinear viscoelastic equations”, Applicable Analysis, 26:1 (1987), 33  crossref
  4. K. Kuttler, D. Hicks, “Initial-boundary value problems for some nonlinear conservation laws”, Applicable Analysis, 24:1-2 (1987), 1  crossref
  5. David Hoff, Joel Smoller, “Solutions in the large for certain nonlinear parabolic systems”, Ann. Inst. H. Poincaré Anal. Non Linéaire, 2:3 (1985), 213  crossref
  6. Shuichi KAWASHIMA, “The asymptotic equivalence of the Broadwell model equation and its Navier-Stokes model equation”, Jpn. j. math, 7:1 (1981), 1  crossref
  7. David Hoff, “A finite difference scheme for a system of two conservation laws with artificial viscosity”, Math. Comp., 33:148 (1979), 1171  crossref


© МИАН, 2026