Referaty

  1. Analysis on the quantum plane - a step towards Schwartz space for the quantum E(2) group (Reunion GDR, Paryż 1999)
  2. Modular multiplicatve unitares (Workshop on noncommutative geometry, Triest 2001)
  3. Multyplikatywne unitarne operatory w teorii grup kwantowych (Sympozium IFT, Warszawa 2001)
  4. Operators with the property Sp(R)=Sp(S)=Sp(R+S) and quantum exponential functions (Great Plains Operator Theory Symopsium 2003)
  5. A homogeneous space for the quantum "az+b" group (Midsumers Day's Workshop on noncommutative geometry and quantum groups, Warszawa 2003)
  6. Quantum "az+b" group and its homogeneous space (Postdoc workshop, Muenster 2003)
  7. Quantum Bohr compactification (Locally Compact Quantum Groups and Quantum Symmetries, CIRM 2004)
  8. Compact quantum metric spaces and compact quantum groups (New Symmetries in Mathematical Physics, CIRM 2004)
  9. Operatory multyplikatywne unitarne i grupy kwantowe (Kolokwium dla doktorantów, IMPAN Warszawa 2005)
  10. Multiplier Hopf Algebras (Spring school on noncommutative geometry, Warszawa 2005)
  11. On quantum groups from multiplicative unitaries (Thematic Program on Noncommutative Geometry and Quantum Groups, Trieste 2006)
  12. Quantum families of maps on finite quantum spaces (Wykład w Graduiertenkolleg "Gruppen und Geometrie", Mathematisches Institut, Georg-August-Universität, Getynga 2006)
  13. On quantum groups from multiplicative unitaries (Trends in Noncommutative Geometry, Cambridge 2006)
  14. Amenability from quantum group perspective (Amenability beyond groups, Wiedeń 2007)
  15. Quantum groups from analytic viewpoint (Local quantum physics, Lipsk 2007)
  16. On the Heisenberg double (Operator spaces and quantum groups, Toronto 2007)
  17. Quantum groups (Noncommutative geometry and quantum groups, Warszawa 2008)
  18. On the characterization of quantum SO(3) groups (Operator algebraic aspects of quantum groups, Leuven 2008)
  19. Zwarte grupy kwantowe (Konwersatorium Wydziału Matematyki, Warszawa 2009)
  20. Non-existence of group structure on some quantum spaces (Noncommutative picnic, Kraków 2009)
  21. When a quantum space is not a group? (Banach algebras 2009, Będlewo 2009)
  22. Quantum spaces with no quantum group structure (Classification of C*-algebras Kopenhaga 2009)
  23. Examples of Quantum homogeneous spaces (Von Neumann algebras and group actions Kopenhaga 2010)
  24. Homogeneous Spaces for Non-regular Quantum Groups (2010 CMS summer meeting, Fredericton 2010)
  25. Exotic quantum group norms from property (T) (Penn State, 2010)
  26. Compact quantum groups and their actions. Wykłady 1, 2 i 3 (NcG mini-school, Warszawa 2010)
  27. Compact quantum groups defined by universal properties (praca habilitacyjna, 2010)
  28. An Application of property (T) for discrete quantum groups (Bialgebras in free probability 2011, Vienna)
  29. Algebraic origin of the Jones polynomial (wykład habilitacyjny, 2010)
  30. Applications of property (T) for discrete quantum groups (Banach Algebras 2011, Waterloo)
  31. Applications of property (T) for discrete quantum groups (Izraelsko-Polskie Spotkanie Matematyczne, Łódź 2011)
P.M.S.