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1. The free energy of matrix models

2. Asymptotic freeness through unitaries generated by polynomials of Wigner matrices

3. Quantitative Tracy-Widom laws for the largest eigenvalue of generalized Wigner matrices

4. The support of the free additive convolution of multi-cut measures

5. Convergence rate to the Tracy--Widom laws for the largest eigenvalue of sample covariance matrices

6. Convergence rate to the Tracy-Widom laws for the largest eigenvalue of Wigner matrices

7. Equipartition principle for Wigner matrices

8. Central limit theorem for mesoscopic eigenvalue statistics of the free sum of matrices

9. Central limit theorem for mesoscopic eigenvalue statistics of deformed Wigner matrices and sample covariance matrices

10. Local law and Tracy-Widom limit for sparse sample covariance matrices

11. On the support of the free additive convolution

12. Spectral rigidity for addition of random matrices at the regular edge

13. Local single ring theorem on optimal scale

14. Convergence Rate for Spectral Distribution of Addition of Random Matrices

15. Local law and Tracy-Widom limit for sparse random matrices

16. Asymptotic freeness through unitaries generated by polynomials of Wigner matrices

17. Local law of addition of random matrices on optimal scale

18. Local Stability of the Free Additive Convolution

19. Universality for Random Matrix Flows with Time-dependent Density

21. Tracy-Widom Distribution for the Largest Eigenvalue of Real Sample Covariance Matrices with General Population

22. Edge Universality for Deformed Wigner Matrices

23. Bulk universality for deformed Wigner matrices

26. Extremal Eigenvalues and Eigenvectors of Deformed Wigner Matrices

27. Quantum Diffusion with Drift and the Einstein Relation II

28. Local deformed semicircle law and complete delocalization for Wigner matrices with random potential

30. Quantitative Tracy–Widom laws for the largest eigenvalue of generalized Wigner matrices

31. Convergence rate to the Tracy–Widom laws for the largest eigenvalue of sample covariance matrices

36. Central Limit Theorem for Mesoscopic Eigenvalue Statistics of the Free Sum of Matrices

37. Equipartition principle for Wigner matrices

38. Central limit theorem for mesoscopic eigenvalue statistics of deformed Wigner matrices and sample covariance matrices

39. Spectral rigidity for addition of random matrices at the regular edge

40. Spectral rigidity for addition of random matrices at the regular edge

41. On the support of the free additive convolution

43. Local law and Tracy-Widom limit for sparse random matrices

44. Local Law of Addition of Random Matrices on Optimal Scale

45. Convergence Rate of Spectral Distribution of Addition of Random Matrices

46. Local Law of Addition of Random Matrices on Optimal Scale

47. Effective dynamics of a driven quantum particle coupled to thermal reservoirs

48. The support of the free additive convolution of multi-cut measures

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