Enumerating 3-manifolds with lengths up to 9 by a canonical order |
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| Authors: | Akio Kawauchi Ikuo Tayama |
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| Affiliation: | aDepartment of Mathematics, Osaka City University, Sugimoto, Sumiyoshi-ku, Osaka 558-8585, Japan |
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| Abstract: | On previous works, we enumerated the prime links with lengths up to 10 and the prime link exteriors with lengths up to 9. In this paper, we make an enumeration of the first 133 closed 3-manifolds which are the 3-manifolds with lengths up to 9 by using the enumeration of the prime link exteriors. |
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| Keywords: | Lattice point Length Link Exterior 3-Manifold Table |
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