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1.
Noureddine Igbida Karima Sbihi Petra Wittbold 《NoDEA : Nonlinear Differential Equations and Applications》2010,17(1):69-93
We consider a class of nonlinear degenerate problems of Stefan type: $u_t- \Delta w -\nabla F(u,w)= g(\cdot,u), \ w\in \beta(u)$ where β is a maximal monotone graph in ${\mathbb{R}^2,}We consider a class of nonlinear degenerate problems of Stefan type:
ut- Dw -?F(u,w) = g(·,u), w ? b(u)u_t- \Delta w -\nabla F(u,w)= g(\cdot,u), \ w\in \beta(u) 相似文献
2.
M. V. Uvarova 《Siberian Advances in Mathematics》2011,21(3):211-231
In the Sobolev-Besov spaces, we examine the question on solvability of nonlocal boundary value problems for operator-differential
equations of the form
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