October 18, 2011
4:30PM - 5:30PM
University Hall 0014
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2011-10-18 16:30:00
2011-10-18 17:30:00
Zassenhaus Lecture 2 - Persi Diaconis
Title: Adding Numbers, Shuffling Cards, and an Amazing MatrixSpeaker: Persi Diaconis, Stanford UniversityAbstract: When several large integers are added in the usual manner, "carries" occur along the way. These carries form a Markov chain with an "amazing" transition matrix. The same matrix comes up in the combinatorics of the Veronese embedding, in shuffling cards, and as the Foulkes character table of the symmetric group. This is joint work with Jason Fulman.2011 Zassenhaus Lectures Poster
University Hall 0014
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Add to Calendar
2011-10-18 16:30:00
2011-10-18 17:30:00
Zassenhaus Lecture 2 - Persi Diaconis
Title: Adding Numbers, Shuffling Cards, and an Amazing MatrixSpeaker: Persi Diaconis, Stanford UniversityAbstract: When several large integers are added in the usual manner, "carries" occur along the way. These carries form a Markov chain with an "amazing" transition matrix. The same matrix comes up in the combinatorics of the Veronese embedding, in shuffling cards, and as the Foulkes character table of the symmetric group. This is joint work with Jason Fulman.2011 Zassenhaus Lectures Poster
University Hall 0014
Department of Mathematics
math@osu.edu
America/New_York
public
Title: Adding Numbers, Shuffling Cards, and an Amazing Matrix
Speaker: Persi Diaconis, Stanford University
Abstract: When several large integers are added in the usual manner, "carries" occur along the way. These carries form a Markov chain with an "amazing" transition matrix. The same matrix comes up in the combinatorics of the Veronese embedding, in shuffling cards, and as the Foulkes character table of the symmetric group. This is joint work with Jason Fulman.
2011 Zassenhaus Lectures Poster
