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# MathOverflow : Recent Questions and Answers (Page 4)

## If $f:U_1tomathcal L^p(mu;E_2)$ is Fréchet differentiable, can we say anything about the Fréchet differentiability of $umapsto f(u)(omega)$?

Let $(Omega,mathcal A,mu)$ be a $sigma$-finite measure space, $pge1$, $E_i$ be a $mathbb R$-Banach space, $U_1subseteq E_1$ be open and $f:U_1to L$ be...