Integrability in Condensed Matter Physics and Quantum Field Theory

Integrability in Condensed Matter Physics and Quantum Field Theory

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Separation of variables and correlation functions from spin chains to CFT, F. Levkovich-Maslyuk

35 of 35

35 of 35

Separation of variables and correlation functions from spin chains to CFT, F. Levkovich-Maslyuk

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Integrability in Condensed Matter Physics and Quantum Field Theory

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  1. 1 Constructing perturbative long-range deformations of spin chains, A. Retore (Durham University)
  2. 2 Integrable sigma models at RG fixed points: quantisation as affine Gaudin models, J. Teschner (DESY)
  3. 3 Bethe ansatz inside Calogero - - Sutherland models, J. Lamers (IPhT, Saclay)
  4. 4 Perturbative expansion of energy densities in integrable models: the full analytic trans-series,
  5. 5 Reflection relations and singular vectors, F. Smirnov (Université Pierre et Marie Curie)
  6. 6 Application of the hidden fermionic structure to the integrable QFT, B. Hermann
  7. 7 The quantum deformed Haldane Shastry model at q=i, D. Serban (IPhT, Paris)
  8. 8 Gaudin Integrability of Conformal Blocks, V. Schomerus (DESY)
  9. 9 Conformal Bootstrap from Gaudin Integrability, J. Mann (King's College London)
  10. 10 Supersymmetric XYZ correlations and Painlevé VI, H. Rosengren (Chalmers University)
  11. 11 ’t Hooft loops and integrability, K. Zarembo (NORDITA)
  12. 12 Snake Modules, Extended T Systems and Correlation Functions for higher rank, H. Juergens
  13. 13 Systems with a Hilbert space fragmentation, A. Hutsalyuk (ELTE)
  14. 14 Orthogonal ring patterns and discrete surfaces, A. Bobenko (TU Berlin)
  15. 15 Constant mean curvature embeddings and the Fateev model IQFT, G. Kotoousov
  16. 16 Topological gauging and non-relevant deformations of Quantum Field Theories, S. Negro (NYU)
  17. 17 Tracy-Widom distribution in supersymmetric gauge theories, G. Korchemsky (IPhT, Saclay)
  18. 18 Towards a mathematical theory of the ODE/IM correspondence, D. Masoero (University of Lisbon)
  19. 19 Quantum local charges in chiral affine Gaudin models, S. Lacroix (ETH Zurich)
  20. 20 An Ising-type formulation of the six-vertex model, V. Bazhanov (ANU)
  21. 21 Geometrical web models, J. Jacobsen (ENS Paris)
  22. 22 Agebc Bethe ansatz for the open XXZ spin chain with non-diagonal boundary terms via Uqsl2 symmetry
  23. 23 Factorization of density matrices for the critical RSOS models, H. Frahm
  24. 24 On the influence of boundary conditions on the critical behaviour of the staggered six-vertex model
  25. 25 Generalized Fishnet CFTs, V. Kazakov (ENS Paris)
  26. 26 Double scaling limits of rectangular fishnets, I. Kostov (IPhT, Saclay)
  27. 27 The light-cone leading-logs of higher-point correlators via Stampedes, E. Olivucci
  28. 28 Fusion products and finite-dimensional quotients for periodic Temperley-Lieb algebras
  29. 29 Thermal form factor series for dynamical two-point fcts of local operators in itgble quantum chains
  30. 30 Nonthermal electronic orders in photo-doped Mott systems, P. Werner (University of Fribourg)
  31. 31 Analytical solutions of Dirac-Bogoliubov-de Gennes eqt for inhomogeneous quantum many-body systems
  32. 32 Recoupling coefficients and quantum entropies, M. Christandl (University of Copenhagen)
  33. 33 Selberg-Dyson integral and aspects of quantum geometry, P. Wiegmann (University of Chicago)
  34. 34 How to deal with non-linear integral equations with singular kernels, A.Kluemper
  35. 35 Separation of variables and correlation functions from spin chains to CFT, F. Levkovich-Maslyuk

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