1. The Dirichlet problem on the hyperbolic ball
2. Uniformization of compactly perturbed planes, and related Green function constructions
2A. Poisson Equations, Uniformization, and Geometrical Optics (update of 2)
3. The Green function on a compact 2D manifold
4. The Green function for Delta – V with a rough potential
5. Remarks on a class of Greenian domains
6. Isothermal coordinates on bounded planar domains with Linftymetric tensor
7. Regularity for a class of elliptic operators with Dini continuous coefficients
8. Alternative formulation of the Wiener criterion
9. Regularity of weakly conformal maps
10. Electrostatic screening (with J. Rauch)
11. Seeley’s trace theorem, via Green’s formula
12. The Dirichlet to Neumann Map and Fractal Variants
13. Bocher’s theorem
14. Nonlinear elliptic PDE
15. Harmonic forms on exterior domains
16. Regularity of solutions to nonlinear overdetermined elliptic PDE
17. Remarks on nonsmooth Riemannian manifolds