Members
| Name | John Harnad |
| Affiliation | |
| Phone (1) | 514 343 2491 (CRM) |
| Phone (2) | 514 848-2424 ext. 3242 (Concordia) |
| Areas of research (1) | Integrable systems |
| Area of research (2) | Random matrices |
| Area of research (3) | Yang-Mills theory |
| Area of research (4) | Integrable random processes |
| Area of research (5) | Combinatorial generating functions |
| Postdoctoral Fellows with dates (current and since last year) (1) | Fabrizio del Monte (2020-2022) |
| Postdoctoral Fellows with dates (current and since last year) (2) | Semeon Artemonov (2021-2023) |
| Selected Recent Publications (past 2 years only) (1) | M. Bertola, F. Del Monte and J. Harnad, “Fredholm Pfaffian τ-functions for orthogonal isospectral and isomonodromic systems, Ann. H. Poincaré, 23 2, 4521- 4554 (2022). |
| Selected Recent Publications (past 2 years only) (2) | S. Arthamonov, J. Harnad and J.Hurtubise, “Tau functions, infinite Grassmannians and lattice recurrences”, J. Math. Phys. 64, 023502 (2023). |
| Selected Recent Publications (past 2 years only) (3) | S. Arthamonov, J. Harnad and J.Hurtubise, “Lagrangian Grassmannians, CKP hierarchy and hyperdeterminantal relations”, Commun. Math. Phys. 401, 1337-1381 (2023). |
| Selected Recent Publications (past 2 years only) (4) | M. Bertola, J. Harnad and J. Hurtubise, “Hamiltonian structure of rational isomonodromic deformation systems”, J. Math. Phys. 64, 083502 (2023). |
| Selected Recent Publications (past 2 years only) (5) | J. Harnad, “Hamiltonian structure of isomonodromic deformation dynamics in linear systems of PDE's”, in: Geometric Methods in Physics XL, Bialowieza, Poland, eds. Tomasz Golinski and Piotr Kielanowski, Birkhäuser (2023). |
| Recent Invited Talks and Lectures (past year only) (1) | July 2 – 8, 2023: XL Workshop on Geometric Methods in Physics, Bialowieza, Poland, "Hamiltonian structure of isomonodromic deformation dynamics in linear systems of PDE's". |