Wednesday, June 27, 2018 - 10:15 in V3-201
Quasi-Linear (Stochastic) Partial Differential Equations with Time-Fractional Derivatives
A talk in the Cluster Group Stochastic Analysis series by
Michael Röckner from Bielefeld
| Abstract: |
We develop a method to solve evolution equations on Gelfand triples with time-fractional derivative based on monotonicity techniques.
Applications include deterministic and stochastic quasi-linear partial differential equations with time-fractional derivatives, including time-fractional (stochastic) porous media equations (including the case where the Laplace operator is also fractional) and $p$-Laplace equations as special cases.
Joint work with Wei Liu and José Luís da Silva.
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