Canonical homeomorphisms in heisenberg groups induced by isomorphisms of discrete subgroups of PU (n, 1)

Doklady Akademii Nauk

Volumn 356, Issue 6, 1997, Pages 727-730

  Apanasov, B N ^a  

^a NONE

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EID: 0010897082     PISSN: 08695652     EISSN: None     Source Type: Journal    
DOI: None     Document Type: Article

References (15)

1. Mostow G.D. // Ann. Math. Stud. 1973. V. 78.
2. Apanasov B.N., Xie X. Nilpotent Groups and Manifolds of Negative Curvature. Prepr. Norman. Univ. Oklahoma, 1995. P. 9.
3. Tukia P. // IHES Publ. Math. 1985. V. 61. P. 171-214.
4. Apanasov B.N. // Ann. Acad. Sci. Fenn. Ser. AI Math. 1989. V. 14. P. 243-255.
5. Apanasov B.N. // Invent. Math. 1991. V. 105. P. 137-152.
6. Goldman W., Parker J.// J. Geom. Anal. 1992. V. 2. P. 517-554.
7. Cygan J. // Colloquium Math. 1978. V. 39. P. 367-373.
8. Apanasov B.N., Xie X. Geometrically Finite Complex Hyperbolic Manifolds. Prepr. Norman. Univ. Oklahoma, 1995. P. 51.
9. Beardon A.F., Maskit B. // Acta math. 1974. V. 132. P. 1-12.
10. Bowditch B. // Duke Math. J. 1995. V. 77. P. 229-274.
11. Floyd W.J. // Invent. Math. 1980. V. 57. P. 205-218.
12. Parker J. Uniform Discreteness and Heisenberg Translations. Prepr. Univ. Durham, 1995. P. 20.
13. Cannon J.W. // Geom. dedic. 1984. V. 16. P. 123-148.