Minami N.
On the Poisson Limit Theorems of Sinai and Major
(113K, AMSTeX 2.1)
ABSTRACT. Let $f(\varphi)$ be a positive continuous function on
$0\leq\varphi\leq\Theta$ , where $\Theta\leq2\pi$ , and let $\xi$
be the number of two-dimensional lattice points in the domain
$\Pi_R(f)$ between the curves $r=(R+c_1/R)f(\varphi)$ and
$r=(R+c_2/R)f(\varphi)$ , where $c_1