2 problems

Let $A(t)$ be a flow of connections on a vector bundle $E$ over a manifold $M$, and let $U(t)=U^{A(t)}$ denote the corresponding flow of parallel transports, regarded as sections o…

Coincidence conjecture. In this case, all three Lévy Laplacians coincide on the domain of the covariant Lévy Laplacian.