Extension of Matrices with Entries in H^{\infty} on Coverings of Riemann Surfaces of Finite Type

Details Extension of Matrices with Entries in H^{\infty} on Coverings of Riemann Surfaces of Finite Type Extension of Matrices with Entries in H^{\infty} on Coverings of Riemann Surfaces of Finite Type

2008-01-11

arxiv.org/abs/0801.1720v1

Mathematics

Complex Variables

12 pages

Scientific paper

In the present paper continuing our previous work we prove an extension
theorem for matrices with entries in the algebra of bounded holomorphic
functions defined on an unbranched covering of a Caratheodory hyperbolic
Riemann surface of finite type.

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