Nonlinear Potential Theory on Metric Spaces

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Obstacle and Dirichlet problems on arbitrary nonopen sets in metric spaces, and fine topology (2012, methodology): “lso Appendix B where the variational capacity is deﬁned. Note that if Cp(E) = 0, then p-almost every curve in X avoids E, by e.g. Lemma 3.6 in Shanmugalingam [34] or Proposition 1.48 in Bj¨orn–Bjo¨rn [6]. 6 Anders Bjo¨rn and Jana Bjo¨rn To be able to compare the boundary values of Newtonian function”