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Spaces of Riemann Surfaces as Bounded Domains (Classic Reprint)

Spaces of Riemann Surfaces as Bounded Domains (Classic Reprint)

Paperback (09 Feb 2018)

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Publisher's Synopsis

Excerpt from Spaces of Riemann Surfaces as Bounded Domains

L. A surface 92 type (g, n) is a surface S obtained by removing n 2 0 distinct points from a closed Riemann surface of genus g; we assume always that 3g - 3-]n 0. Such a surface S is marked by choosing a homotopy class [f] of orientation preserving homeomorphisms f of S onto a fixed reference surface S Two.

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Book information

ISBN: 9781333037284
Publisher: Fb&c Ltd
Imprint: Forgotten Books
Pub date:
Number of pages: 26
Weight: 50g
Height: 229mm
Width: 152mm
Spine width: 1mm