Hamiltonian Structure of Rational Isomonodromic Deformation Systems and Mathematical Physics

Hamiltonian Structure of Rational Isomonodromic Deformation Systems and Mathematical Physics

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John Harnad: Hamiltonian structure of rational isomonodromic deformation systems

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John Harnad: Hamiltonian structure of rational isomonodromic deformation systems

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Hamiltonian Structure of Rational Isomonodromic Deformation Systems and Mathematical Physics

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  1. 1 John Harnad: Hamiltonian structure of rational isomonodromic deformation systems
  2. 2 Javier de Lucas Araujo: The classification of finite-dimensional Lie algebras of Hamiltonian vector.
  3. 3 Juliàn Barragan Amado: Quasinormal modes via isomonodromy
  4. 4 David Aasen: Characterization and classification of Fermionic Symmetry enriched phases
  5. 5 Dimitra Karabali: Aspects of higher dimensional quantum Hall: effective actions entanglement entropy
  6. 6 Loïc Poulain d'Andecy: Uses of centralizer algebras and the missing label of SU(3)
  7. 7 Emily Cliff: Moduli spaces of principal 2-group bundles& categorificationof Freed-Quinn line bundle
  8. 8 Andrzej Pokraka: The duals of Feynman Integrals
  9. 9 Semeon Artamonov: CKP hierachy and infinite dimensional Lagrangian Grassmannian
  10. 10 Rafael Nepomechie: Bethe ansatz and quantum computing
  11. 11 Vincent Bouchard: Transalgebraic Spectral Curves, Quantum Curves, and Atlantes Hurwitz Numbers
  12. 12 Cenke Xu: Phases and Phase Transitions with Fractal Symmetries: Models and Experimental Platform
  13. 13 Nicolas Crampe: Absorption or Emission of Solitons
  14. 14 Luca Delacretaz: Nonlinear Bosonization of Fermi Liquids
  15. 15 Paul Terwilliger: The alternating central extension of the $q$-Onsager algebra
  16. 16 Yuan Miao: Floquet Baxterisation: from quantum Floquet dynamics to integrable vertex models
  17. 17 Gilles Parez:Symmetry-resolved entanglement measures in quantum many-body systems out of equilibrium
  18. 18 Frédéric Dupont-Dupuis: Quantum Cryptography with untrusted devices
  19. 19 Accessory parameters in Heun equations and classical conformal blocks
  20. 20 Integrable systems from a Newton Polygon
  21. 21 Réductions d'une équation de sine-Gordon en 2+1 dimensions
  22. 22 Isomonodrtomy aspects of the tt* equations of Cecotti and Vafa. Iwasawa factorization & asymptotics
  23. 23 Some intuition and some asymptotic analysis: from two solitons to a continuum limit of solitons
  24. 24 Celestial holography and twistors
  25. 25 Quantum Renormalization Group
  26. 26 Excitations and ergodicity of critical quantum spin chains from non-equilibrium classical dynamics
  27. 27 q-Opers, QQ-systems and Bethe Ansatz
  28. 28 The Siegel-Weil Formula and Quantum Gravity as an Average
  29. 29 The hydrodynamics of many-body integrable systems
  30. 30 Critical properties of quantum spin liquid phase transitions described by ... Gross-Neveu theories
  31. 31 Momenta spacing distributions in anharmonic oscillators
  32. 32 Airy kernel determinants, the KdV equation, and conditional point processes
  33. 33 Poisson Geometry of Noncommutative Cluster Algebras
  34. 34 Generating function of monodromy symplectomorphism, isomonodromic tau-function and its WKB expansion
  35. 35 Tau functions as Widom constants
  36. 36 Correlation functions for unitary invariant ensembles and Hurwitz numbers
  37. 37 Monopole operators in Quantum Electrodynamics
  38. 38 Opérateurs d'échelle et états cohérents pour des extensions rationnelles du système de Rosen-Morse
  39. 39 Polynomial tau-functions of the KP and BKP bilinear identities
  40. 40 Isomonodromic tau functions on Riemann Surfaces through free fermions and four-dimensional QFTs
  41. 41 Polynomial solutions of KP and Gelfand-Dickey hierarchies
  42. 42 Non-linear ladder operators and coherent states for the 2:1 oscillator
  43. 43 Anharmonic oscillator: a solution
  44. 44 Hilbert Space Fragmentation
  45. 45 Fermionic limit shapes
  46. 46 Bulk and boundary entanglement entropy in the quantum Hall effect: exact results
  47. 47 Duality functions for interacting particle processes and orthogonal polynomials
  48. 48 Integrable quantum spin chains with free fermionic and parafermionic spectrum
  49. 49 Asymptotics of the averaged characteristic polynomial for Ginibre Ensemble
  50. 50 New infinite families of Nth-order superintegrable systems
  51. 51 Sklyanin algebras, Askey-Wilson polynomials and Heun operators
  52. 52 Embedding of Racah algebra and superintegrable systems
  53. 53 Signal analysis and quantum formalism: Quantizations with no Planck constant
  54. 54 Fermionic approach to bilinear expansions of KP correlators in terms of BKP correlators
  55. 55 General solution of the exceptional Hermite differential equation and more
  56. 56 The geometry and physics of Hitchin systems
  57. 57 Fourth Painlevé and Ermakov equations: quantum invariants and more
  58. 58 Videoconference:Structure of representations of affine Temperley-Lieb algebras on periodic XXZ chain
  59. 59 Videoconference: S-Brane Cosmology
  60. 60 Videoconference: Partition functions for paraboson and parafermion systems
  61. 61 Videoconference: Boundary emptiness formation probabilities in the six-vertex model at delta = - 1/2
  62. 62 Videoconference: Progress on Pure Gravity in Three Dimensions
  63. 63 Videoconference: The Dunkl intertwining operator
  64. 64 Videoconference: Fused Hecke algebras and centralisers of tensor representations of quantum sl(N)

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