# Compactified Webs and Domain Wall Partition Functions

## TL;DR

This paper extends the topological vertex formalism to compute partition functions of compactified webs, providing a simplified gluing method for these calculations, which generalizes the domain wall partition functions of M-strings.

## Contribution

It introduces a novel approach to calculate partition functions of compactified webs using a simplified gluing algorithm within the topological vertex framework.

## Key findings

- Generalized domain wall partition functions for compactified webs
- Simplified gluing algorithm for partition function calculation
- Extension of M-strings partition function methods

## Abstract

In this paper we use the the topological vertex formalism to calculate a generalization of the "domain wall" partition function of M-strings. This generalization allows calculation of partition function of certain compactified webs using a simple gluing algorithm similar to M-strings case.