The following pages link to On the Mesa problem (Q1094585):
Displaying 8 items.
- Limiting behavior of solutions of \(u_ t=\Delta{} u^ m\;as\;m\rightarrow{} \infty\) (Q1176416) (← links)
- Corrections to: ``Limiting behavior of solutions of \(u_ t={\Delta{}}u^ m\) as \(m{\to{}}\infty{}\)'' (Q1206762) (← links)
- A singular limit problem for the porous medium equation (Q1263734) (← links)
- On some nonlinear problems in mathematical physics with exponents close to critical ones (Q1280067) (← links)
- Boundary layer formation in the transition from the porous media equation to a Hele-Shaw flow. (Q1868104) (← links)
- A mean field equation as limit of nonlinear diffusions with fractional Laplacian operators (Q2445468) (← links)
- The Hele-Shaw asymptotics for mechanical models of tumor growth (Q2453963) (← links)
- The Mesa Problem: Diffusion Patterns for <i>u<sub>t</sub></i> = ∇ · (<i>u<sup>m</sup></i>∇<i>u</i>) as m → +∞ (Q3801957) (← links)
