Proves heat kernel superconvexity in hyperbolic space.
problem Heat kernel superconvexity in hyperbolic space.
method Proves conjecture by Bernstein in all dimensions.
result Analog of Huisken's monotonicity formula for mean curvature flow.
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Proves heat kernel superconvexity in hyperbolic space.
Given a principal bundle over a Riemannian manifold with compact structure group , let us consider a stationary Yang-Mills connection with energy . If we consider a sequence of such connections , then it is understood that up to subsequence we can converge to a singu…