Simons- Program: Foundations and Applications of Random Matrix Theory in Mathematics and Physics

  1. Title:
    Counting RNA Folds From Random Matrix Models And Networks

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  2. Title:
    Matrix models in Chern-Simons-matter theory

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  3. Title:
    Lattice Dirac Fermions and Chiral Effective Theories

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  4. Title:
    Correlators of left and right eigenvectors of non-Hermitian random matrices.

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  5. Title:
    Products of Random Matrices and Quantum Information Theory

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  6. Title:
    Ergodicity breaking in invariant matrix models

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  7. Title:
    Random Matrix Theory for Quantum Many-body systems

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  8. Title:
    Random matrix ensembles of density matrices from first principles and from random matrix dynamics. [1]

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  9. Title:
    Random band matrices: delocalization and universality

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  10. Title:
    Combining random matrix theory and number theory

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  11. Title:
    Global Fluctuations of Linear Statistics of beta Ensembles

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  12. Title:
    Recent progress in products of random matrices

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  13. Title:
    Double Aztec Diamonds and Lozenge Tilings with Irregular Boundaries

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  14. Title:
    On Zirnbauer's approach to induced QCD

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  15. Title:
    Neutron Resonance Widths and the Porter-Thomas Distribution

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  16. Title:
    Central limit theorem for linear eigenvalue statistics of random matrices with independent or weakly dependent entries.

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  17. Title:
    The tacnode GUE-minor process

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  18. Title:
    Products of random matrices

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  19. Title:
    Tracy-Widom distribution and spontaneous SUSY breaking in a matrix model of 2D IIA superstrings

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  20. Title:
    Raney distribution and random matrices

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