2 problems

Fix a positive integer $n$. Let $(M,T^{1,0}M)$ be a closed strictly pseudoconvex CR manifold of dimension $2n+1$ admitting a pseudo-Einstein contact form. For each partition…

Let $M^n$ be a Riemannian manifold with $n$ even, and let $P(g)$ be a Riemannian invariant of weight $-n$ such that … is unchanged under conformal rescalings $g\mapsto e^{2\phi}g$…