Complex hyperbolic triangle groups with 2-fold symmetry
<div class="WordSection1"><p>In this paper we will consider the 2-fold symmetric complex hyperbolic triangle groups generated by three complex reflections through angle 2<em>Π</em>/p with p <span class="4"><span lang="EN-US">≥</sp...
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Odessa National Academy of Food Technologies
2017-08-01
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Online Access: | http://journals.gsjp.eu/index.php/geometry/article/view/547 |
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doaj-9ea28320a21d4cc4b4e72ff6fc4285902020-11-24T22:20:59ZrusOdessa National Academy of Food TechnologiesPracì Mìžnarodnogo Geometričnogo Centru 2072-98122409-89062017-08-0111010.15673/tmgc.v1i10.547507Complex hyperbolic triangle groups with 2-fold symmetryДжон Р. Паркер0Лі-Джі Сан1UNIVERSITY OF DURHAMTOKYO INSTITUTE OF TECHNOLOGY<div class="WordSection1"><p>In this paper we will consider the 2-fold symmetric complex hyperbolic triangle groups generated by three complex reflections through angle 2<em>Π</em>/p with p <span class="4"><span lang="EN-US">≥</span></span> 2. We will mainly concentrate on the groups where some elements are elliptic of finite order. Then we will classify all such groups which are candidates for being discrete. There are only 4 types.</p></div>http://journals.gsjp.eu/index.php/geometry/article/view/547complex hyperbolic triangle groupsdiscreteness |
collection |
DOAJ |
language |
Russian |
format |
Article |
sources |
DOAJ |
author |
Джон Р. Паркер Лі-Джі Сан |
spellingShingle |
Джон Р. Паркер Лі-Джі Сан Complex hyperbolic triangle groups with 2-fold symmetry Pracì Mìžnarodnogo Geometričnogo Centru complex hyperbolic triangle groups discreteness |
author_facet |
Джон Р. Паркер Лі-Джі Сан |
author_sort |
Джон Р. Паркер |
title |
Complex hyperbolic triangle groups with 2-fold symmetry |
title_short |
Complex hyperbolic triangle groups with 2-fold symmetry |
title_full |
Complex hyperbolic triangle groups with 2-fold symmetry |
title_fullStr |
Complex hyperbolic triangle groups with 2-fold symmetry |
title_full_unstemmed |
Complex hyperbolic triangle groups with 2-fold symmetry |
title_sort |
complex hyperbolic triangle groups with 2-fold symmetry |
publisher |
Odessa National Academy of Food Technologies |
series |
Pracì Mìžnarodnogo Geometričnogo Centru |
issn |
2072-9812 2409-8906 |
publishDate |
2017-08-01 |
description |
<div class="WordSection1"><p>In this paper we will consider the 2-fold symmetric complex hyperbolic triangle groups generated by three complex reflections through angle 2<em>Π</em>/p with p <span class="4"><span lang="EN-US">≥</span></span> 2. We will mainly concentrate on the groups where some elements are elliptic of finite order. Then we will classify all such groups which are candidates for being discrete. There are only 4 types.</p></div> |
topic |
complex hyperbolic triangle groups discreteness |
url |
http://journals.gsjp.eu/index.php/geometry/article/view/547 |
work_keys_str_mv |
AT džonrparker complexhyperbolictrianglegroupswith2foldsymmetry AT lídžísan complexhyperbolictrianglegroupswith2foldsymmetry |
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1725772892148334592 |