Let f and g be two commuting holomorphic self-maps of the open unit disc D in the complex plane with a common Wolff point tau epsilon partial derivativeD: if these two maps agree at tau up to the third order, then f equivalent to g.
Tauraso, R. (2004). Commuting holomorphic maps of the unit disc. ERGODIC THEORY & DYNAMICAL SYSTEMS, 24(3), 945-953 [10.1017/S014338570300035X].
Commuting holomorphic maps of the unit disc
TAURASO, ROBERTO
2004-01-01
Abstract
Let f and g be two commuting holomorphic self-maps of the open unit disc D in the complex plane with a common Wolff point tau epsilon partial derivativeD: if these two maps agree at tau up to the third order, then f equivalent to g.File in questo prodotto:
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