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October 25, 2012
4:30PM - 5:30PM
Location
Jennings Hall, Room 355
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2012-10-25 16:30:00
2012-10-25 17:30:00
Zassenhaus Lecture 2 - Gregory Margulis
Title: Random Minkowski TheoremSpeaker: Gregory Margulis, Yale UniversityAbstract: This is a joint work with J.S.Athreya. Let n>1. We prove that the measure of the set of unimodular lattices in R^n that does not intersect a "large" volume subset of R^n is "small". This can be considered as a "random" analog of the classical Minkowski theorem in the geometry of numbers.2012 Zassenhaus Lectures Poster [pdf]
Jennings Hall, Room 355
OSU ASC Drupal 8
ascwebservices@osu.edu
America/New_York
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Date Range
Add to Calendar
2012-10-25 16:30:00
2012-10-25 17:30:00
Zassenhaus Lecture 2 - Gregory Margulis
Title: Random Minkowski TheoremSpeaker: Gregory Margulis, Yale UniversityAbstract: This is a joint work with J.S.Athreya. Let n>1. We prove that the measure of the set of unimodular lattices in R^n that does not intersect a "large" volume subset of R^n is "small". This can be considered as a "random" analog of the classical Minkowski theorem in the geometry of numbers. 2012 Zassenhaus Lectures Poster [pdf]
Jennings Hall, Room 355
Department of Mathematics
math@osu.edu
America/New_York
public
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Title: Random Minkowski Theorem
Speaker: Gregory Margulis, Yale University
Abstract: This is a joint work with J.S.Athreya. Let n>1. We prove that the measure of the set of unimodular lattices in R^n that does not intersect a "large" volume subset of R^n is "small". This can be considered as a "random" analog of the classical Minkowski theorem in the geometry of numbers.
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