Kontsevich graphs act on Nambu--Poisson brackets, V. Implementation

Abstract

In this series of papers, we established that $Q_{d=4}^{{\hat{I}}_3^3}(P)$ is a coboundary in 4D (paper II arXiv:2409.12555), and we presented a series of experimental results about the (non)trivialisation of Kontsevich graph flows of Nambu--Poisson brackets on ${\mathbb{R}}^d$ (paper IV). This immediate sequel V. to I.--IV. is a guide to working with the package $\text{gcaops}$ (https://github.com/rburing/gcaops) ($\text{G}$raph $\text{C}$omplex $\text{A}$ction $\text{O}$n $\text{P}$oisson $\text{S}$tructures) for $\text{SageMath}$ by Buring (2022). Specifically, we shall explain the script used in paper II (arXiv:2409.12555) and the use of it.

28 pages