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           - Groups: (reductive) Algebraic Groups and Groups of Lie type over arbitrary fields, Twisted Forms
           
 - Compuitational Algebra: Symbolic computation and algorithms for computing in reductive groups of Lie type
           (twisted and untwisted) over arbitrary fields.
         
  
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           - MathSciNet entry: [indexed items]
           
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               An implementation of the root subgroups of an E6-quadrangle 
               in the Chevalley group E6(E) (с Anja Steinbach), 
               Mitt. Math. Sem. Giessen, 255 (2005)
         
  
         
         
         
         
         
         
         
         
           - Unipotent groups of twisted groups of Lie type.
         
  
         
         
           - Unipot [Link]
           
 - Coauthor of Lie Theory part of Magma [Link]
         
  
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        - Computation in groups of Lie type.
          50th Annual Meeting of the Australian Mathematical Society,
          Macquarie University, Sydney, Австралия (25.09-29.09.2006)
        
 - Groups of Lie type in Magma.
          Magma 2006 Conference,
          Technische Universität Berlin, Berlin, Германия (30.07-02.08.2006)
          [ 
            слайды 
          ]
        
 - Lie Theory in Magma: New Algorithms.
          Computational Algebra Seminar,
          University of Sydney, Sydney, Австралия (06.07.2006)
        
 - Twisted forms of linear algebraic groups: Relative root subgroups.
          Magma Workshop on Group Theory and Algebraic Geometry,
          University of Warwick, Coventry, Великобритания (22.08-26.08.2005)
          [ 
            Abstract 
          | слайды 
          | Презентация 
          ]
        
 - Twisted forms of linear algebraic groups: Some aspects of computation.
          Intercity number theory seminar.
          Eindhoven, Нидерланды (05.11.2004)
          [ 
            Abstract 
          ]
        
 - Galois cohomology: some aspects of computation and applications.
          Ninth Rhine Workshop on Computer Algebra.
          Nijmegen, Нидерланды (25.03-26.03.2004)
          [ 
            Abstract 
          ]
        
 - Computations in Algebraic Groups.
          Second Sino-German Workshop in Representation Theory and Theory of Finite Groups.
          Goslar, Германия (09.02-13.02.2004) 
          [ 
            Abstract 
          ]
        
 - Effective Galois cohomology - Induced and extended cocycles.
          EIDMA Seminar Combinatorial Theory, Eindhoven, Нидерланды (12.11.2003) 
        
 - On the UNIPOT package for unipotent subgroups of Chevalley groups.
          EIDMA Seminar Combinatorial Theory, Eindhoven, Нидерланды (12.09.2001) 
        
 - Entwicklung und Implementierung eines Algorithmuses zur Berechnung 
                                 von Kommutatoren unipotenter Elemente in Chevalley-Gruppen.
          Studentenkonferenz im Rahmen der DMV-Tagung 2000.
          Dresden, Германия (21.09-22.09.2000)
          [ 
            слайды 
          ]
      
  
     
      
        - 7th Algorithmic Number Theory Symposium (ANTS VII). Berlin, Германия (23.07 - 28.07.2006)
        
 - Buildings, Groups and Algebras, a conference in honour of Jacques Tits. Ghent, Бельгия (14.10 - 15.10.2005)
        
 - Groups and Geometries, a tribute to Francis Buekenhout. Bruxelles, Бельгия (21.11 - 22.11.2003)
        
 - EIDMA 2003 Symposium. Mierlo, Нидерланды (13.11 - 14.11.2003)
        
 - Gruppen und Geometrien. Oberwolfach, Германия (01.09. - 06.09.2002)
        
 - GGG: Groups, Graphs and Geometries. Eindhoven, Нидерланды (23.05. - 24.05.2002)
        
 - Workshop Buildings & Polygons. Würzburg, Германия (24.09. - 27.09.2001)
        
 - Norddeutsches Gruppentheorie-Kolloquium. Kassel, Германия (22.06. - 23.06.2001)
        
 - DMV-Tagung 2000. Dresden, Германия (18.09-22.09.2000)
      
  
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           - 16.01.2006 - ...
           
 - 16.08 - 26.09.2004
         
  
         
         
           - Многочисленные визиты с Сентября 2002г. 
           
 - 20.05 - 25.05.2002
           
 - 09.09 - 14.09.2001
         
  
         
         
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So kann also die Mathematik definiert werden als diejenige Wissenschaft,
                          in der wir niemals das kennen, worüber wir sprechen, und niemals wissen,
                          ob das, was wir sagen, wahr ist! 
-- Bertrand Russell (1872-1970)
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