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Bykov Dmitrii Vladimirovich

Presentations in Math-Net.Ru

  1. Opening
    D. V. Bykov
    International Conference "Fields & Strings 2024"
    February 5, 2024 09:30   
  2. Supersymmetric sigma-model as Gross-Neve model
    D. V. Bykov
    Seminar of the LHEP (MIPT) theory group
    May 17, 2023 14:00
  3. Grassmannian sigma models and nilpotent orbits
    D. V. Bykov
    Shafarevich Seminar
    April 11, 2023 15:00   
  4. Sigma models as Gross-Neveu models: supersymmetric case
    D. V. Bykov
    Complex analysis and mathematical physics
    March 21, 2023 16:00
  5. Supersymmetric sigma models as Gross-Neveu models
    D. V. Bykov
    Seminar of the Department of Theoretical Physics, Steklov Mathematical Institute of RAS
    February 8, 2023 13:30   
  6. Supersymmetric sigma models as Gross-Neveu models
    D. V. Bykov
    Academician Andrei A. Slavnov memorial conference
    December 22, 2022 11:00   
  7. Sigma models as Gross-Neveu models: supersymmetric case
    D. V. Bykov
    Complex analysis and mathematical physics
    November 29, 2022 16:00
  8. Sigma models as Gross-Neveu models
    D. V. Bykov
    International Conference «Quantum Integrability and Geometry» Dedicated to 60th Anniversaries of N. A. Slavnov and L. O. Chekhov
    June 2, 2022 10:00   
  9. Lecture 12. Flag manifold sigma models: spin chains and integrable theories
    D. V. Bykov
    Course by D. V. Bykov "Flag manifold sigma models: spin chains and integrable theories"
    April 30, 2021 16:00   
  10. Lecture 11. Flag manifold sigma models: spin chains and integrable theories
    D. V. Bykov
    Course by D. V. Bykov "Flag manifold sigma models: spin chains and integrable theories"
    April 23, 2021 16:00   
  11. Lecture 10. Flag manifold sigma models: spin chains and integrable theories
    D. V. Bykov
    Course by D. V. Bykov "Flag manifold sigma models: spin chains and integrable theories"
    April 16, 2021 16:00   
  12. Lecture 9. Flag manifold sigma models: spin chains and integrable theories
    D. V. Bykov
    Course by D. V. Bykov "Flag manifold sigma models: spin chains and integrable theories"
    April 9, 2021 16:00   
  13. Lecture 8. Flag manifold sigma models: spin chains and integrable theories
    D. V. Bykov
    Course by D. V. Bykov "Flag manifold sigma models: spin chains and integrable theories"
    April 2, 2021 16:00   
  14. Lecture 7. Flag manifold sigma models: spin chains and integrable theories
    D. V. Bykov
    Course by D. V. Bykov "Flag manifold sigma models: spin chains and integrable theories"
    March 26, 2021 16:00   
  15. Lecture 6. Flag manifold sigma models: spin chains and integrable theories
    D. V. Bykov
    Course by D. V. Bykov "Flag manifold sigma models: spin chains and integrable theories"
    March 19, 2021 16:00
  16. Lecture 5. Flag manifold sigma models: spin chains and integrable theories
    D. V. Bykov
    Course by D. V. Bykov "Flag manifold sigma models: spin chains and integrable theories"
    March 12, 2021 16:00
  17. Lecture 4. Flag manifold sigma models: spin chains and integrable theories
    D. V. Bykov
    Course by D. V. Bykov "Flag manifold sigma models: spin chains and integrable theories"
    March 5, 2021 16:00
  18. Sigma models as Gross-Neveu models
    D. V. Bykov
    Complex analysis and mathematical physics
    March 2, 2021 16:00
  19. Lecture 3. Flag manifold sigma models: spin chains and integrable theories
    D. V. Bykov
    Course by D. V. Bykov "Flag manifold sigma models: spin chains and integrable theories"
    February 26, 2021 16:00   
  20. Lecture 2. Flag manifold sigma models: spin chains and integrable theories
    D. V. Bykov
    Course by D. V. Bykov "Flag manifold sigma models: spin chains and integrable theories"
    February 19, 2021 16:00   
  21. Lecture 1. Flag manifold sigma models: spin chains and integrable theories
    D. V. Bykov
    Course by D. V. Bykov "Flag manifold sigma models: spin chains and integrable theories"
    February 12, 2021 15:00   
  22. Sigma models as Gross–Neveu models
    D. V. Bykov
    International conference in memory of M. K. Polivanov "Polivanov–90"
    December 16, 2020 17:30   
  23. Flag manifold sigma-models: The $1/N$-expansion and the anomaly two-form
    D. V. Bykov
    Scientific session of the Steklov Mathematical Institute of RAS dedicated to the results of 2019
    November 20, 2019 16:00   
  24. Sigma-models with complex homogeneous target-spaces and equations of zero curvature
    D. V. Bykov
    Complex analysis and mathematical physics
    March 20, 2018 16:00
  25. Integrable properties of sigma-models with non-symmetric target spaces
    D. V. Bykov
    Scientific session of the Steklov Mathematical Institute of RAS dedicated to the results of 2015
    November 11, 2015 15:50   
  26. Ricci-flat metrics on toric non-compact Calabi-Yau manifolds
    D. V. Bykov
    Complex analysis and mathematical physics
    October 20, 2015 16:00
  27. Quantum field theory and elementary particle physics
    D. V. Bykov
    Colloquium of Steklov Mathematical Institute of Russian Academy of Sciences
    September 5, 2013 16:00   
  28. Haldane limit and Lagrangian embeddings
    D. V. Bykov
    Complex analysis and mathematical physics
    April 8, 2013 16:00
  29. The geometry of antiferromagnetic spin chains
    Dmitry Bykov
    Seminar of the Department of Theoretical Physics, Steklov Mathematical Institute of RAS
    June 20, 2012 14:00
  30. Review of the recent paper of E. Witten “A new look at the path integral of quantum mechanics” (continuation)
    D. V. Bykov
    Seminar of the Department of Theoretical Physics, Steklov Mathematical Institute of RAS
    December 8, 2010 14:00
  31. Review of the recent paper of E. Witten “A new look at the path integral of quantum mechanics”
    D. V. Bykov
    Seminar of the Department of Theoretical Physics, Steklov Mathematical Institute of RAS
    November 24, 2010 14:00
  32. Giant magnons in deformed $AdS_5\times S^5$
    D. V. Bykov
    Seminar of the Department of Theoretical Physics, Steklov Mathematical Institute of RAS
    June 18, 2008 14:00


© Steklov Math. Inst. of RAS, 2024