Examples on a Conjecture about Makar-Limanov Invariants of Affine Unique Factorization Domains
arXiv:2009.11457 · doi:10.13140/RG.2.2.12130.15049/1
Abstract
The author introduces a conjecture about Makar-Limanov invariants of affine unique factorization domains over a field of characteristic zero. Then the author finds that the conjecture does not always hold when $\mathbbm{k}$ is not algebraically closed and gives some examples where the conjecture holds.
15 pages, undergraduate research work