Title: On the restriction theorem for paraboloid in $\mathbb R^4$,
Abstract: We prove that recent breaking by Zahl of the $\frac32$ barrier in Wolff's
estimate on the Kakeya maximal operator in $\mathbb R^4$ leads to improving the
$\frac{14}{5}$ threshold for the restriction problem for the paraboloid in
$\mathbb R^4$. One of the ingredients is a new trilinear estimate. The proofs
are deliberately presented in a nontechnical and concise format, so as to make
the arguments more readable and focus attention on the key tools.