Lattice models and super telescoping formula

TL;DR

This paper introduces the super telescoping formula, a generalization of classical telescoping formulas, and demonstrates its application in constructing exactly solvable lattice models with notable partition functions.

Contribution

The paper presents the super telescoping formula and shows how it enables the creation of new exactly solvable lattice models with interesting properties.

Findings

Introduction of the super telescoping formula

Construction of exactly solvable lattice models

Identification of unique partition functions

Abstract

In this paper, we introduce the super telescoping formula, a natural generalization of well-known telescoping formula. We explore various aspects of the formula including its origin and the telescoping cancellations emerging from symmetric patterns. We also show that the super telescoping formula leads to the construction of exactly solvable lattice models with interesting partition functions.