Year 2008,
Volume: 1 Issue: 2, 33 - 39, 30.11.2008
Richard L. Bishop
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http://www.gdv.uni-hannover.de/research/publications.php# cch1 1021485498
On the Intrinsic geometry of a Jordan domain
Year 2008,
Volume: 1 Issue: 2, 33 - 39, 30.11.2008
Richard L. Bishop
Abstract
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)
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http://www.gdv.uni-hannover.de/research/publications.php# cch1 1021485498
There are 7 citations in total.