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Conference Talks

  1. Ziemowit Popowicz,
    The Integrability of New Two - Component KdV equation
    Proceedings of the XVIIIth International Colloquium on Integrable Systems and Quantum Symmetries
    (June 18 - 20, 2009, Prague, Czech Republic).
    Eds. E.A. Ivanov and A. Pashnev,
    Joint Institute for Nuclear Research, p. 165-173 (2004),  Dubna Russia 2004
    see: preprint hep-th/0311228
  2. O.A. Constandache, A. Das, Z.Popowicz,
    A Benny - Like Lattice
    Proc. of XII Int. Colloquium Integrable System and Quantum Groups
    Czech. J. Phys. 53, 1021-1026 (2003)
  3. A.P. Isaev, Z.Popowicz, O.P.Santillan
    Generalized Grassmann Algebras and Extended Supersymmetric Models,
    Proc. of XVI Max Born Symposium, Karpacz - Poland 2001,
    "Supersymmetries and Quantum Symmetries",  Eds. E. Ivanov et al., 131-143 (2002)
  4. Z.Popowicz,
    The Supersymmetric Dispersionless Systems
    Workshop on Integrable Theories, Solitons and Duality, Sao Paulo, Brazil-2002, pp. 19 (2003)
  5. Z.Popowicz,
    Nonlocal Charges in SUSY Integrable Models
    Czech. Journ. Phys. 50 , 1341-1346 (2000)
  6. Z.Popowicz,
    The Supercomplexification and Odd Bihamiltonian Structures,
    see: preprint nlin.SI/0001028 Proc. of the International Seminar ``Supersymmetry and Quantum Symmetries", (July 1999, Dubna (Russia)),
    Eds. E. Ivanov et al., pp. 340--350 (2000) JINR Dubna.
  7. S.Krivonos, Z.Popowicz,
    N=2 SUSY Two-Boson KP Hierarchy, (Derivative) NLS Equation and Miura Transformations,
    ``Supersymmetries and Quantum Symmetries", Proc. Dubna 1997, Eds. J. Wess, E.A. Ivanov, Lect. Notes in Phys. 524, 252-260 (1999)
  8. Z.Popowicz,
    Generalization of Susy N=2 KDV Equation,
    ``Classical and Quantum Integrable Systems", III International Workshop, Dubna 1998, Eds. L.G. Mardoyan et al., 159-166 (1999)
  9. Z.Popowicz,
    SUSY2: Super Symmetry,
    "REDUCE - User`s and Contributed Packages Manual Version 3.7", Author: C. Hearn, pp. 419-422 (1999) Edited by Konrad-Zuse-Zentrum für Informationstechnik Berlin
  10. Z.Popowicz,
    Integrability of N=3 Supersymmetric KdV Equation,
    Particles, Fields and Gravitation, Proceedings American Institute of Physics Conference, \L ódz 1998, Ed. J. Rembielinski, 285-289 (1998)Woodbury, New York
  11. Z.Popowicz,
    The Supersymmetric SL(2,C) Kac-Moody Algebra and the Supersymmetric Korteweg-de Vries Equation,
    ``From Field Theory to Quantum Groups", Birthday volume dedicated to J. Lukierski, Eds. B. Jancewicz and J. Sobczyk, World Scientific Publishing Co. Pte. Ltd. Singapore, 197-209 (1996).
  12. A.P.Isaev, Z.Popowicz,
    SLq(N)-Covariant Noncommutative Geometry,
    ``Quantum Group. Formalism and Applications", XXX Karpacz Winter School on Theoretical Physics, 1994, Eds.: J. Lukierski, Z. Popowicz, J. Sobczyk, 259-266 (1995)Polish Scientific Publishers PWN, Warszawa
  13. Z.Popowicz,
    O zastosowaniu REDUCE w teorii solitonów,
    Komputerowe wspomaganie badañ naukowych, I Koferencja Srodowiskowa, Wroc³awskie Towarzystwo Naukowe, IKŒ KOWBAN `94, Wroc³aw, 16-17 grudnia 1994, 211-215 (1994)
  14. Z.Popowicz,
    SUSY Lax Pair in the Gelfand-Dickey Hierarchy,
    ``Symmetry Methods in Physics", Intern. Workshop, Dubna July 1993, Eds. Sissakian et. al. 2, 409-415 (1994) JINR, Dubna
  15. Z.Popowicz,
    Q-Deformation of the Conformal Algebra,
    ``Quantum Groups, Integrable Statistical Models and Knot Theory", Proc. of V-th Nankai Workshop Mathematical Physics, Tianjin - China (1992), Eds. M.L. Ge, H.J. de Vega, 283-301 (1993)
  16. Z.Popowicz,
    Q-Trace and the Yang-Mills Theory,
    ``Differential Geometric Methods in Theoretical Physics", Proc. XXI Int. Conf. Tianjin-China, Eds. C.N. Yang et al., Int. J. Mod. Phys. (Proc. Suppl.) 3A, 364-367 (1993) Singapore, World Scientific Publ.
  17. A.Isaev, Z.Popowicz,
    Q-Deformations of Conformal Algebra and its Central Extension,
    ``Nonlinear Fields: Classical Random Semiclassical", XXVII Karpacz Winter School on Theoretical Physics, 1991, Eds.: , ds. P. Garbaczewski et al., 346-368 (1991) Singapore, World Scientific Publ.
  18. Z.Popowicz,
    Recent Results in Toda Lattice,
    ``Solitons, Introduction and Applications", Proc. of the Winter School, January 6-20, 1987, India, Ed. M. Lakshmanan, 212-225 (1988) Springer, Heidelberg
  19. Z.Popowicz,
    Painleve Ping-Pong P3-P5.,
    Nonlinear Phenomena, Proc., Springer Verlag 189, 416-424 (1983)

next up previous
Next: SUSY Up: pub Previous: Articles
Anna Jadczyk
18.XI.2006