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1. Age of gossip from connective properties via first passage percolation

2. Realizability of hypergraphs and high-dimensional contingency tables with random degrees and marginals

3. Entangled states are typically incomparable

5. A new lower bound for sphere packing

6. On random polynomials with an intermediate number of real roots

7. Almost sure behavior of the zeros of iterated derivatives of random polynomials

8. The binomial random graph is a bad inducer

9. Optimal mixing of the down-up walk on independent sets of a given size

10. Fluctuations in the logarithmic energy for zeros of random polynomials on the sphere

11. Zeros of a growing number of derivatives of random polynomials with independent roots

12. Quasipolynomial-time algorithms for Gibbs point processes

13. Maximum entropy and integer partitions

14. The least singular value of a random symmetric matrix

15. Strong spatial mixing for repulsive point processes

16. Sums of random polynomials with differing degrees

17. Direct design of biquad filter cascades with deep learning by sampling random polynomials

18. Potential-weighted connective constants and uniqueness of Gibbs measures

19. The singularity probability of a random symmetric matrix is exponentially small

20. Anti-concentration of random variables from zero-free regions

21. Maximum entropy and integer partitions

22. Singularity of random symmetric matrices revisited

24. Real roots near the unit circle of random polynomials

25. Random polynomials: the closest roots to the unit circle

26. Analyticity for classical gasses via recursion

27. Success probability for selectively neutral invading species in the line model with a random fitness landscape

28. Asymptotic bounds on graphical partitions and partition comparability

29. Success probability for selectively neutral invading species in the line model with a random fitness landscape

30. A characterization of polynomials whose high powers have non-negative coefficients

31. The frog model on non-amenable trees

32. The frog model on Galton-Watson trees

33. Central limit theorems and the geometry of polynomials

34. A Short Note on the Average Maximal Number of Balls in a Bin

35. Critical Percolation and the Incipient Infinite Cluster on Galton-Watson Trees

36. Quenched Survival of Bernoulli Percolation on Galton-Watson Trees

37. Central limit theorems from the roots of probability generating functions

38. Invasion Percolation on Galton-Watson Trees

39. The singularity probability of a random symmetric matrix is exponentially small.

40. On random polynomials with an intermediate number of real roots.

41. Zeros of a growing number of derivatives of random polynomials with independent roots.

42. Sums of random polynomials with differing degrees.

50. Quasipolynomial-time algorithms for Gibbs point processes.

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