54 citations · 240 across the 41 of their papers we have counts for
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Izergin-Korepin analysis on the wavefunctions of the six-vertex model with reflecting end
Kohei Motegi
We extend the recently developed Izergin-Korepin analysis on the wavefunctions of the six-vertex model to the reflecting boundary conditions. Based on the Izergin-Korep…
Elliptic supersymmetric integrable model and multivariable elliptic functions
Kohei Motegi
We investigate the elliptic integrable model introduced by Deguchi and Martin, which is an elliptic extension of the Perk-Schultz model. We introduce and study a class of partition…
Izergin-Korepin analysis on the projected wavefunctions of the generalized free-fermion model
Kohei Motegi
We apply the Izergin-Korepin analysis to the study of the projected wavefunctions of the generalized free-fermion model. We introduce a generalization of the -operator of the si…
Symmetric functions and wavefunctions of the six-vertex model by Izergin-Korepin analysis
Kohei Motegi
We analyze wavefunctions of the six-vertex model by extending the Izergin-Korepin analysis on the domain wall boundary partition functions. We particularly focus on the case with t…
Dual wavefunction of the symplectic ice
Kohei Motegi
The wavefunction of the free-fermion six-vertex model was found to give a natural realization of the Tokuyama combinatorial formula for the Schur polynomials by Bump-Brubaker-Fried…
Domain wall boundary partition function of the six-vertex model with triangular boundary
Kohei Motegi
We introduce and study the domain wall boundary partition function of the integrable six-vertex model with triangular boundary. We first formulate the domain wall boundary partitio…