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Twist points of the von Koch snowflake
Author(s):
Fausto
Di Biase;
Bert
Fischer;
Rüdiger
L.
Urbanke
Abstract | References | Similar articles | Additional information Abstract: It is known that the set of twist points in the boundary of the von Koch snowflake domain has full harmonic measure. We provide a new, simple proof, based on the doubling property of the harmonic measure, and on the existence of an equivalent measure, invariant and ergodic with respect to the shift.
Retrieve articles in Proceedings of the American Mathematical Society with MSC (1991): 31A15, 30C35 Retrieve articles in all Journals with MSC (1991): 31A15, 30C35
Fausto
Di Biase
Bert
Fischer
Rüdiger
L.
Urbanke
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