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The closed geodesic
problem for compact Riemannian 2-orbifolds
Joseph E. Borzellino and Benjamin G. Lorica |
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Vol. 175 (1996), No. 1, 39–46
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Abstract |
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In this paper it is shown that any compact Riemannian 2-orbifold whose underlying space is a (compact) manifold without boundary has at least one closed geodesic. |
Mathematical Subject Classification 2000
Primary: 53C22
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Milestones
Received: 13 April 1994
Published: 1 September 1996
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Authors |
| Joseph E. Borzellino | |
| University of California Los Angeles CA 90095-1555 United States |
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| Benjamin G. Lorica | |
| Institute for Mathematical Sciences
and Applications California State University Monterey Bay Seaside CA 93955-8001 United States |
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