We generalize the classical Wolff-Denjoy theorem to certain infinitely connected Riemann surfaces. Let X be a non-parabolic Riemann surface with Martin boundary Δ. Suppose each Martin function ky, y ∈ ...
In this paper, K quasiconformal maps of Riemann surfaces are investigated. A theorem, which is similar to Schwarz's lemma, is proved for a certain class of K quasiconformal maps. This result is then ...
Some results have been hidden because they may be inaccessible to you
Show inaccessible results
Feedback