  Making use of the emergence of an entangling gate from the Mayer Vietoris
maps generating a torus and employing the correspondence between quantum error
correction codes and gauge symmetries I show that non-abelian gauge theories
are related to the existence of entanglement. This observation is based on the
fact that string compactification on a torus provide non-trivial fluxes
(gaugings) when the twists are chosen such that the obtained torus matches the
maps arising in the Mayer-Vietoris theorem which result in entangling gates.
This observation adds new indications towards the fact that low energy
non-abelian gauge theories emerge from entanglement related phenomena.

General Physics