Mittagsseminar (in cooperation with A. Steger, D. Steurer and B. Sudakov)
Talks by Torsten Mütze
2006
October
- October 05, 2006, Torsten Mütze (TU Dresden): Switch-Setting Games [details]
2007
July
- Friday, July 13, 2007, Torsten Mütze: Understanding Radio Irregularity in Wireless Networks [details]
2008
April
- April 24, 2008, Torsten Mütze: Antimagic Labellings of Graphs [details]
November
- November 25, 2008, Torsten Mütze: Small subgraphs in random graphs and the power of multiple choices: The online case [details]
2009
October
- October 27, 2009, Torsten Mütze: The Search for Simple Symmetric Venn Diagrams [details]
2010
April
- April 27, 2010, Torsten Mütze: Globally sparse Ramsey Graphs [details]
October
- October 05, 2010, Torsten Mütze: Probabilistic one-player vertex-coloring games via deterministic two-player games - the deterministic game [details]
2011
May
- May 10, 2011, Torsten Mütze: Explicit matchings in the middle levels graph [details]
2013
March
- March 12, 2013, Torsten Mütze: Scheduling with few changes [details]
October
- October 01, 2013, Torsten Mütze: Binary Decision Diagrams - A general-purpose toolkit for combinatorial problems [details]
2014
April
- April 17, 2014, Torsten Mütze: Proof of the middle levels conjecture [details]
2016
February
- Monday, February 29, 2016, Torsten Mütze (TU Berlin): A new combinatorial Gray code for balanced combinations [details]
2017
March
- March 21, 2017, Torsten Mütze (TU Berlin): Trimming and gluing Gray codes [details]
December
- December 07, 2017, Torsten Mütze: Rainbow cycles in flip graphs [details]
2018
- December 20, 2018, Torsten Mütze (TU Berlin): On symmetric chains and Hamilton cycles [details]
2019
March
- March 14, 2019, Torsten Mütze (TU Berlin): Combinatorial generation via permutation languages [details]
2020
August
- August 20, 2020, in Zoom: conference room, Torsten Mütze (University of Warwick): On the central levels problem [details]
2022
June
- June 30, 2022, Torsten Mütze (University of Warwick): Efficient generation of elimination trees and Hamilton paths on graph associahedra [details]
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