We examine the wavefunctions and their scalar products of a one-parameter family of
integrable five-vertex models. At a special point of the parameter, the model investigated is …

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We give an analytic expression for the correlation function of three large classical
nonprotected operators in N= 4 super-Yang-Mills theory at weak coupling. We restrict …

A bstract We consider six-vertex model configurations on an (n× N) lattice, n≤ N, that satisfy
a variation on domain wall boundary conditions that we define and call partial domain wall …

JHEP03(2012)096 Page 1 JHEP03(2012)096 Published for SISSA by Springer Received:
November 20, 2011 Accepted: March 6, 2012 Published: March 29, 2012 V = 4 SYM structure …

We present a method to analyze the wavefunctions of six-vertex models by extending the
Izergin–Korepin analysis originally developed for domain wall boundary partition functions …

We consider a generalized model with SU (3)-invariant R-matrix, and review the nested
Bethe Ansatz for constructing eigenvectors of the transfer matrix. A sum formula for the …

We introduce and investigate a class of gl M+ 1 partition functions which is an extension of
the one introduced by Foda-Manabe. We characterize the partition functions by a nested …

A bstract In this note, we propose an expression for the eigenvectors and scalar products for
a class of spin chains with long-range interaction and su (2) symmetry. This class includes …

A bstract We consider the rational six-vertex model on an L× L lattice with domain wall
boundary conditions and restrict N parallel-line rapidities, N≤ L/2, to satisfy length-L …