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Proceedings of the American Mathematical Society
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A uniformization theorem for arbitrary riemann surfaces with signatured

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Abstract

An arbitrary Riemann surface with signature can be represented as the quotient of a simply connected Riemann surface by a properly discontinuous group of conformai mappings with the natural projection satisfying some conditions. The representation is unique up to conjugation. © 1971 American Mathematical Society.

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01 Jan 1971

Publication

Proceedings of the American Mathematical Society

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