16 citations · 62 across the 6 of their papers we have counts for
6 papers
Colour-independent partition functions in coloured vertex models
O. Foda, M. Wheeler
We study lattice configurations related to S_n, the scalar product of an off-shell state and an on-shell state in rational A_n integrable vertex models, n = {1, 2}. The lattice lin…
Variations on Slavnov's scalar product
O. Foda, M. Wheeler
We consider the rational six-vertex model on an L-by-L lattice with domain wall boundary conditions and restrict N parallel-line rapidities, N < L/2, to satisfy length-L XXX spin-1…
Slavnov determinants, Yang-Mills structure constants, and discrete KP
O Foda, M Wheeler
Using Slavnov's scalar product of a Bethe eigenstate and a generic state in closed XXZ spin-1/2 chains, with possibly twisted boundary conditions, we obtain determinant expressions…
Free fermions in classical and quantum integrable models
M. Wheeler
This thesis studies the role of free fermions in certain classical and quantum integrable models. The classical models studied are the KP and BKP hierarchies of partial differentia…
On free fermions and plane partitions
O Foda, M Wheeler, M Zuparic
We use free fermion methods to re-derive a result of Okounkov and Reshetikhin relating charged fermions to random plane partitions, and to extend it to relate neutral fermions to s…
On the trigonometric Felderhof model with domain wall boundary conditions
A Caradoc, O Foda, M Wheeler +1
We consider the trigonometric Felderhof model, of free fermions in an external field, on a finite lattice with domain wall boundary conditions. The vertex weights are functions of…