Random Matrix Theory and Point Processes

Random Matrix Theory and Point Processes

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Variational problems and spectral curves for the hermitian matrix model with external source

7 of 31

7 of 31

Variational problems and spectral curves for the hermitian matrix model with external source

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Random Matrix Theory and Point Processes

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  1. 1 Random matrices and the uses of Dyson-Schwinger equations - I
  2. 2 Determinantal point processes - I
  3. 3 Random walk at weak and strong disorder
  4. 4 Color-position symmetry in interacting particle systems
  5. 5 Spin current for the quantum 1D XX spin chain and the Bessel kernel
  6. 6 On spectra of quasiperiodic matrices
  7. 7 Variational problems and spectral curves for the hermitian matrix model with external source
  8. 8 Determinantal point processes - II
  9. 9 Random matrices and the uses of Dyson-Schwinger equations - II
  10. 10 Local eigenvalue statistics for band matrices with a transfer operator approach
  11. 11 Edge universality for non-Hermitian random matrices
  12. 12 Asymptotics of orthogonal polynomial ensembles via integrable methods
  13. 13 Christoffel deformations of discrete ensembles
  14. 14 Random matrices and the uses of Dyson-Schwinger equations - III
  15. 15 Determinantal point processes - III
  16. 16 Eigenvalue distribution for non linear models of random matrices
  17. 17 Asymptoticcs for the lower tail of the KPZ equation
  18. 18 Noise Sensitivity of the Top Eigenvector of a Wigner Matrix
  19. 19 Soliton quantization and random partitions
  20. 20 Free Field Approach to the Macdonald Process
  21. 21 Determinantal point processes - IV
  22. 22 Random matrices and the uses of Dyson-Schwinger equations - IV
  23. 23 Analysis and Geometry in SL(2,Z)-dynamics
  24. 24 Absolute continuity of limiting spectral distributions of Toeplitz and Hankel random matrices
  25. 25 The point processes at turning points of large lozenge tilings
  26. 26 Rigidity for Pfaffian point processes
  27. 27 Wroten type coding for Kleinian groups
  28. 28 Random matrices and the uses of Dyson-Schwinger equations - V
  29. 29 Determinantal point processes - V
  30. 30 Asymptotics of the averaged characteristic polynomial for Ginibre Ensemble
  31. 31 Large deviations for traces of Wigner matrices

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