TL;DR
This paper investigates nonabelian surface holonomy on a bipartite lattice, introducing spike string configurations that are essential for understanding the evolution of color indices in the system.
Contribution
It presents a novel analysis of nonabelian surface holonomy on a lattice, incorporating spike string configurations to study color index dynamics.
Findings
Spike string configurations are crucial for the evolution of color indices.
The bipartite lattice structure enables new insights into nonabelian surface holonomy.
The approach follows and extends previous proposals in the literature.
Abstract
We analyze the nonabelian surface holonomy on a bipartite hypercubic lattice following a proposal in arXiv:1002.4636 [hep-th]. The bipartite structure of the lattice enables us to introduce spike string configurations. These spikes play a crucial role for the time evolution of the string when the total number of color indices changes.
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