ANOSOV-FLOWS IN 3-MANIFOLDS

[11] FENLEY SR, 1992, J DIFFER GEOM, V36, P269

[12] QUASI-ISOMETRIC FOLIATIONS [J]. TOPOLOGY, 1992, 31 (03) : 667 - 676

[13] GEODESIC-FLOWS ON MANIFOLDS OF NEGATIVE CURVATURE WITH SMOOTH HOROSPHERIC FOLIATIONS [J]. ERGODIC THEORY AND DYNAMICAL SYSTEMS, 1991, 11 : 653 - 686

[14] Franks J., 1970, GLOBAL ANAL, V14, P61

[15] THE GEOMETRY OF CROSS-SECTIONS TO FLOWS [J]. TOPOLOGY, 1982, 21 (04) : 353 - 371

[16] TRANSITIVE ANOSOV-FLOWS AND PSEUDO-ANOSOV MAPS [J]. TOPOLOGY, 1983, 22 (03) : 299 - 303

[17] CONVERGENCE GROUPS ARE FUCHSIAN-GROUPS [J]. ANNALS OF MATHEMATICS, 1992, 136 (03) : 447 - 510

[18] GHYS E, 1991, PROGR MATH, V83

[19] GOODMAN S, 1983, LECTURE NOTES, V1007

[20] Gordon C.McA., 1989, J AM MATH SOC, V2, P371, DOI 10.1090/S0894-0347-1989-0965210-7

[11] FENLEY SR, 1992, J DIFFER GEOM, V36, P269

[12] QUASI-ISOMETRIC FOLIATIONS [J]. TOPOLOGY, 1992, 31 (03) : 667 - 676

[13] GEODESIC-FLOWS ON MANIFOLDS OF NEGATIVE CURVATURE WITH SMOOTH HOROSPHERIC FOLIATIONS [J]. ERGODIC THEORY AND DYNAMICAL SYSTEMS, 1991, 11 : 653 - 686

[14] Franks J., 1970, GLOBAL ANAL, V14, P61

[15] THE GEOMETRY OF CROSS-SECTIONS TO FLOWS [J]. TOPOLOGY, 1982, 21 (04) : 353 - 371

[16] TRANSITIVE ANOSOV-FLOWS AND PSEUDO-ANOSOV MAPS [J]. TOPOLOGY, 1983, 22 (03) : 299 - 303

[17] CONVERGENCE GROUPS ARE FUCHSIAN-GROUPS [J]. ANNALS OF MATHEMATICS, 1992, 136 (03) : 447 - 510

[18] GHYS E, 1991, PROGR MATH, V83

[19] GOODMAN S, 1983, LECTURE NOTES, V1007

[20] Gordon C.McA., 1989, J AM MATH SOC, V2, P371, DOI 10.1090/S0894-0347-1989-0965210-7