Two elliptic height models with factorized domain wall partition functions

TL;DR

This paper derives factorized domain wall partition functions for two elliptic height models, including a new Felderhof-type model and a known Perk-Schultz-type model, advancing understanding of integrable systems.

Contribution

It introduces a new Felderhof-type elliptic height model with a factorized partition function and analyzes a known Perk-Schultz-type model, expanding the class of models with such properties.

Findings

Derived factorized partition functions for the two models

Established the new Felderhof-type model's properties

Extended the class of models with known factorized partition functions

Abstract

We obtain factorized domain wall partition functions in two elliptic height models: 1. A Felderhof-type model, which is new, and 2. A Perk-Schultz-type gl(1|1) model of Deguchi and Martin.