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Title
On some fractional evolution equations

Abstract
In this talk, we review some recent results on fractional evolution equations of type $$D_{t}^{\alpha} u+A u=f, \quad t\geq 0,$$ where $\alpha \in (0,2)$, $\alpha \neq 1$. First, as a typical example, we consider the fractional Burgers equation. Next, we formulate a general result with $A$ m-accretive. Some comments on maximal regularity follow; finally we present an unsolved problem concerning fractional nonlinear hyperbolic equations.

Speaker(s)
Stig-Olof Londen, Helsinki University of Technology, Finland

Date
April 27, 2001

Time

Room
Room 5.5

 
     
 

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