Can I ask a homework question here?
Assume that $f \in L^q(\mathbb R^d)$ for some $ q < \infty$ . show that
$\mathrm{lim}_{p \to \infty}||f||_p = ||f||_{\infty}$
$p$ conjugate of $q$
Can I ask a homework question here?
Assume that $f \in L^q(\mathbb R^d)$ for some $ q < \infty$ . show that
$\mathrm{lim}_{p \to \infty}||f||_p = ||f||_{\infty}$
$p$ conjugate of $q$