**Speaker:** Alexander Gorodnik

Tu 08.15 - 10.00

Room: Y27H25

Th 10.15 - 12.00

Room: Y27H25

Exercises Geometry of numbers

** General description: **
The Geometry of Numbers studies distribution of lattice points in the n dimensional space, for instance, existence of lattice points in various domains and existence of integral solutions of polynomial inequalities.
This subject is also closely related to the Theory of Diophantine Approximation which seeks good rational approximations for real vectors.

** Online lectures: **
Here is the link to the online lectures link.
The first lecture will take place on * Tuesday, March 17. *

** Lecture Material and Exercises: ** link

** Assistant:** Cargi Sert , Y27J40

** References:**

- Cassels, An introduction to Diophantine Approximation.
- Cassels, An introduction to the Geometry of Numbers.
- Schmidt, Diophantine approximation.
- Siegel, Lectures on the Geometry of Numbers.

Module: 23.06.2020 12:00-12:00, Room: No room needed, Type: written exam

Task to hand in, deadline: 23.06.20

Individual

Module: MAT548 Geometry of numbers