• J. Arista, E. Bisi, and N. O’Connell (2021). Matsumoto-Yor and Dufresne type theorems for a random walk on positive definite matrices [arXiv].
  • E. Bisi and N. Zygouras (2019). Transition between characters of classical groups, decomposition of Gelfand-Tsetlin patterns and last passage percolation. Submitted [arXiv].

Published/accepted papers:

  • E. Bisi, F. D. Cunden, S. Gibbons, and D. Romik (2021). The oriented swap process and last passage percolationRandom Structures and Algorithms [publication] [arXiv].
  • E. Bisi, N. O’Connell, and N. Zygouras (2021). The geometric Burge correspondence and the partition function of polymer replicasSelecta Mathematica New Series, vol. 27, art. #100 [publication] [arXiv].
  • E. Bisi, F. D. Cunden, S. Gibbons, and D. Romik (2020). Sorting networks, staircase Young tableaux and last passage percolationSéminaire Lotharingien de Combinatoire 84B, Proceedings of the 32nd Conference on Formal Power Series and Algebraic Combinatorics, art. #3 [publication] [arXiv].
  • E. Bisi and N. Zygouras (2019). GOE and Airy2→1 marginal distribution via symplectic Schur functions. In: Probability and Analysis in Interacting Physical Systems – In Honor of S.R.S. Varadhan (editors: P. Friz, W. König, C. Mukherjee, S. Olla), Springer, pp. 191-213 [publication[arXiv].
  • E. Bisi and N. Zygouras (2019). Point-to-line polymers and orthogonal Whittaker functions. Transactions of the American Mathematical Society, vol. 371, no. 12, pp. 8339-8379. [publication] [arXiv].
  • E. Bisi, F. Melzani, and V. Zaccaria (2017). Symbolic analysis of higher-order side channel countermeasures. IEEE Transactions on Computers, vol. 66, no. 6, pp. 1099-1105. [publication].

PhD thesis:

  • E. Bisi (2018). Random polymers via orthogonal Whittaker and symplectic Schur functions [Warwick repository] [arXiv].