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regularity of solutions of PDEs.

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Constant in Maximal sobolev regularity

We say $A$ has maximal $L^p$-regularity if all $f\in L^p([0,T),X)$, $v_t$ and $Av$ belong to $L^p([0,T),X)$, and there exists $C_p>0$ such that $$\|v_t\|_{L^p([0,T),X)}+\|Av\|_{L^p([0,T),X)}\le C_p \| …
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