activity
20192022
most citedSolvable models in the KPZ class: approach through periodic and free boundary Schur measures

6 citations · 13 across the 3 of their papers we have counts for

collaborators

5 papers

math.PR20226 cited

Solvable models in the KPZ class: approach through periodic and free boundary Schur measures

Takashi Imamura, Matteo Mucciconi, Tomohiro Sasamoto

We explore probabilistic consequences of correspondences between -Whittaker measures and periodic and free boundary Schur measures established by the authors in the recent paper…

math.CO20212 cited

Skew RSK dynamics: Greene invariants, affine crystals and applications to -Whittaker polynomials

Takashi Imamura, Matteo Mucciconi, Tomohiro Sasamoto

Iterating the skew RSK correspondence discovered by Sagan and Stanley in the late '80s, we define a deterministic dynamics on the space of pairs of skew Young tableaux . We…

math.PR2020

Spin q-Whittaker polynomials and deformed quantum Toda

Matteo Mucciconi, Leonid Petrov

Spin -Whittaker symmetric polynomials labeled by partitions were recently introduced by Borodin and Wheeler (arXiv:1701.06292) in the context of integrable

math.PR2019

Yang-Baxter random fields and stochastic vertex models

Alexey Bufetov, Matteo Mucciconi, Leonid Petrov

Bijectivization refines the Yang-Baxter equation into a pair of local Markov moves which randomly update the configuration of the vertex model. Employing this approach, we introduc…

math-ph20195 cited

Stationary Higher Spin Six Vertex Model and -Whittaker measure

Takashi Imamura, Matteo Mucciconi, Tomohiro Sasamoto

In this paper we consider the Higher Spin Six Vertex Model on the lattice . We first identify a family of translation invariant meas…