Unique determination of quadratic differentials by their admissible functions
Let f be an analytic and one-to-one function on the unit disk such that f(0)=0. Let Q(w)dw^2 be a quadratic differential. Suppose that f maps into the complex plane or the unit disk minus analytic arcs w(t) satisfying Q(w(t))(dw/dt)^2<0. We are interested in the question: if Q is unknown but of a...
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2011
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| Online Access: | http://hdl.handle.net/1993/4947 |