Department of Mathematics Colloquium
|
|---|
|
Abstract |
|---|
| In this talk we will give a broad overview of
the Linnik problems concerning the equidistribution of integral points
on homogeneous varieties. One particular example concerns the Heegner
points, which are roots in the complex upper-half plane of certain
quadratic forms. We will discuss certain ``sparse" equidistribution
problems concerning these points and give an application of an analog
of Linnik's famous theorem on the first prime in an arithmetic
progression.
|