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  General Description
The conference will be held from June 13th through June 17th 2016 at the Stevens Institute of Technology. It will focus on a variety of topics in geometric and combinatorial group theory as well as on algorithmic and computational problems involving groups, with applications to information security.

More specifically, this includes combinatorial, asymptotic and probabilistic methods in group theory and algebraic cryptography, group actions, hyperbolicity, growth, random walks, etc.

The conference continues the series of GAGTA (Geometric and Asymptotic Group Theory with Applications) conferences. Previous GAGTA conferences include: See here for a complete list of previous GAGTA conferences.

Please click on Contact us to register if you are planning to attend the conference.

  Local organizing committee:
  Bob Gilman (Stevens Institute of Technology)
  Denis Serbin (Stevens Institute of Technology)
  Mahmood Sohrabi (Stevens Institute of Technology)
  Nicholas Touikan (Stevens Institute of Technology)
  Sasha Ushakov (Stevens Institute of Technology)

  Scientific committee:
 • Lisa Carbone (Rutgers University)
 • Volker Diekert (Universität Stuttgart)
 • Bob Gilman (Stevens Institute of Technology)
 • Olga Kharlampovich (Hunter College, CUNY)
 • Alexei Miasnikov (Stevens Institute of Technology)
 • Vladimir Shpilrain (The City College, CUNY)
 • Enric Ventura (Universitat Politècnica de Catalunya)

  GAGTA steering committee:
  Goulnara Arzhantseva (University of Vienna)
  Oleg Bogopolski (Heinrich-Heine-Universität Düsseldorf)
  Volker Diekert (Universität Stuttgart)
  Vincent Guirardel (Université de Rennes I)
  Olga Kharlampovich (Hunter College, CUNY)
  Alexei Miasnikov (Stevens Institute of Technology)
  Vladimir Shpilrain (The City College, CUNY)
  Enric Ventura (Universitat Politècnica de Catalunya)
  Pascal Weil (CNRS and Université de Bordeaux)

  Sponsors:
 • School of Engineering and Science, Stevens Institute of Technology
 • Department of Mathematical Sciences, Stevens Institute of Technology
 • National Science Foundation


 

 


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