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Robust numerical methods for nonlocal (and local) equations of porous medium type. Part II: Schemes and experiments 

Del Teso, F.; Endal, J.; Jacobsen, E.R. (2018)
\noindent We develop a unified and easy to use framework to study robust fully discrete numerical methods for nonlinear degenerate diffusion equations $$ \partial_t u-\mathfrak{L}[\varphi(u)]=f(x,t) \qquad\text{in}\qquad ...
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Uniqueness and Properties of Distributional Solutions of Nonlocal Equations of Porous Medium Type 

Del Teso, F.; Endal, J.; Jacobsen, E.R. (2016-09-01)
We study the uniqueness, existence, and properties of bounded distributional solutions of the initial value problem for the anomalous diffusion equation $\partial_tu-\mathcal{L}^\mu [\varphi (u)]=0$. Here $\mathcal{L}^\mu$ ...

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AuthorDel Teso, F. (2)
Endal, J. (2)
Jacobsen, E.R. (2)
Subjectconvergence (2)
distributional solutions (2)
existence (2)
fractional Laplacian (2)
nonlinear degenerate diffusion (2)
nonlocal operators (2)
porous medium equation (2)
Stefan problem (2)
uniqueness (2)
a priori estimates (1)... másFecha2018 (1)2016 (1)

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