4 citations · 4 across the 1 of their papers we have counts for
3 papers
nlin.SI2025
Explicit conserved operators for a class of integrable bosonic networks from the classical Yang-Baxter equation
Phillip S. Isaac, Jon Links, Inna Lukyanenko +1
Let denote the weighted adjacency matrix of a balanced, symmetric, bipartite graph. We define a class of bosonic networks given by Hamiltonians whose hopping terms are determin…
math-ph2020
New R-matrices with non-additive spectral parameters and integrable models of strongly correlated fermions
Yao-Zhong Zhang, Jason L. Werry
We present a general formula for constructing R-matrices with non-additive spectral parameters associated with a type-I quantum superalgebra. The spectral parameters originate from…
math-ph2017★ 4 cited
Reduced Wigner coefficients for Lie superalgebra gl(m|n) corresponding to unitary representations and beyond
Jason L. Werry, Phillip S. Isaac, Mark D. Gould
In this paper fundamental Wigner coefficients are determined algebraically by considering the eigenvalues of certain generalized Casimir invariants. Here this method is applied in…