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Original Articles

Three-Manifolds Having Complexity At Most 9

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Pages 207-236 | Published online: 04 Apr 2012

REFERENCES

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  • Hodgson , C. D. and Weeks , J. R. 1994 . “Symmetries, isometries and length spectra of closed hyperbolic three-manifolds” . Experiment. Math. , 3 ( 4 ) : 261 – 274 . [Hodgson and Weeks 1994]
  • Matveev , S. V. 1990 . “Complexity theory of three-dimensional manifolds” . Acta Appl. Math. , 19 ( 2 ) : 101 – 130 . [Matveev 1990]
  • Matveev , S. V. 1998 . “Tables of 3-manifolds up to complexity 6” Chelyabinsk University. . [Matveev 1998], preprint
  • Matveev , S. V. and Fomenko , A. T. 1988 . “Constant energy surfaces of Hamiltonian systems, enumeration of three-dimensional manifolds in increasing order of complexity, and computation of volumes of closed hyperbolic manifolds” . Uspekhi Mat. Nauk , 43 ( 1(259) : 5 – 22 . 247 [Matveev and Fomenko 1988], In Russian; translation in Russian Math. Surveys 43:1 (1988), 3–24
  • Ovchinnikov , M. 1997 . “A table of closed orientable prime 3-manifolds of complexity 7” Chelyabinsk University. . [Ovchinnikov 1997], preprint
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