R. La

most citedGround states of Nicolai and

Z_{2}

Nicolai models

6 citations · 6 across the 2 of their papers we have counts for

collaborators

2 papers

math.RT2022

Maximality properties of generalised Springer representations of $SO (N, C)$

Ruben La

The generalised Springer correspondence for $G = SO (N, C)$ attaches to a pair $(C, E)$ , where $C$ is a unipotent class of $G$ and $E$ is an irre…

math-ph2018★ 6 cited

Ground states of Nicolai and $Z_{2}$ Nicolai models

Ruben La, Kareljan Schoutens, Sergey Shadrin

We derive explicit recursions for the ground state generating functions of the one-dimensional Nicolai model and $Z_{2}$ Nicolai model. Both are examples of lattice models w…

Maximality properties of generalised Springer representations of SO(N,C)

Ground states of Nicolai and Z2​ Nicolai models

Maximality properties of generalised Springer representations of $SO (N, C)$

Ground states of Nicolai and $Z_{2}$ Nicolai models