Representing Measures on the Royden Boundary for Solutions of Δu=Pu on a Riemannian Manifold
<p>Consider the Royden compactification R* of a Riemannian n-manifold R, Γ = R*\R its Royden boundary, Δ its harmonic boundary and the elliptic differential equation Δu = Pu, P ≥ 0 on R. A regular Borel measure m<sup>P</sup> can be constructed on Γ with support equal to the closur...