Real Belyi theory
Real Belyi theory
We develop a Belyi type theory that applies to Klein surfaces, i.e. (possibly non-orientable) surfaces with boundary which carry a dianalytic structure. In particular we extend Belyi's famous theorem from Riemann surfaces to Klein surfaces.
463-478
Koeck, Bernhard
84d11519-7828-43a6-852b-0c1b80edeef9
Singerman, David
3eeb0783-c87c-4405-81d7-e80ae4c15f8b
4 June 2007
Koeck, Bernhard
84d11519-7828-43a6-852b-0c1b80edeef9
Singerman, David
3eeb0783-c87c-4405-81d7-e80ae4c15f8b
Koeck, Bernhard and Singerman, David
(2007)
Real Belyi theory.
Quarterly Journal of Mathematics, 58 (4), .
(doi:10.1093/qmath/ham017).
Abstract
We develop a Belyi type theory that applies to Klein surfaces, i.e. (possibly non-orientable) surfaces with boundary which carry a dianalytic structure. In particular we extend Belyi's famous theorem from Riemann surfaces to Klein surfaces.
Text
BelyiKlein3.pdf
- Author's Original
More information
Published date: 4 June 2007
Organisations:
Pure Mathematics
Identifiers
Local EPrints ID: 42484
URI: http://eprints.soton.ac.uk/id/eprint/42484
ISSN: 0033-5606
PURE UUID: 3978d2b1-132b-4119-ae48-8018dd3092eb
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Date deposited: 10 Jan 2007
Last modified: 16 Mar 2024 03:22
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