*The Smale Conjecture for Hyperbolic 3-Manifolds:*Isom(*M*^{3})\simeq Diff(*M*^{3}), preprint

Click for the .dvi file or .ps file or .pdf file of this paper (revised 11/30/00).*Volumes of Tubes in Hyperbolic 3-Manifolds*(with Robert Meyerhoff, Peter Milley), preprint

Click for the .dvi file or .ps file or .pdf file of this paper.*Homotopy Hyperbolic 3-Manifolds are Hyperbolic*, version 2.0 (with Robert Meyerhoff, Nathaniel Thurston), to appear in Annals of Math.

Click for the .dvi file or .ps file or .pdf file of this paper.

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[1] *The Murasugi Sum is a Natural Geometric
Operation*, Contemporary Mathematics **20** (1983), 131-145.

[2] *Foliations and the Topology of 3-Manifolds*,
Bull. AMS **8** (1983), 77-80.

[3] *Foliations and the Topology of 3-Manifolds*,
J. of Diff. Geom. **18** (1983), 445-503.

[4] *Foliations and Genera of Links*,
Topology **23** (1984), 381-394.

[5] *The Murasugi Sum is a Natural Geometric
Operation II*, Contemporary Mathematics **44** (1985), 93-100.

[6] *The Simple Loop Conjecture*, J. of Diff.
Geom. **21** (1985), 143-149.

[7] *An Internal Hierarchy for 3-Manifolds*,
Lecture Notes in Mathematics, Springer **1144** (1985), 14-17.

[8] *Genera of the Arborescent Links*,
Memoirs of the AMS, number 339, 1986.

[9] *The Classification of Maps of Surfaces*
(with Will Kazez), Bull. AMS. **14** (1986), 283-286.

[10] *Foliations and Surgery on Knots*, Bull.
AMS. **15** (1986), 83-87.

[11] *Genera of the Alternating Links*, Duke
Math. J. **53** (1986), 677-681.

[12] *Detecting Fibred Links in S*^{3}",
Commentarii Math. Helvetici, **61** (1986), 519-555.

[13] *On 3-Manifolds Covered by Surface Bundles*,
London Math. Soc. Lecture Notes **#112** (1987) 145-156.

[14] *Foliations and the Topology of 3-Manifolds
II*, J. of Diff. Geom. **26** (1987) 461-478.

[15] *Foliations and the Topology of 3-Manifolds
III*, J. of Diff. Geom. **26** (1987) 479-536.

[16] *Genus is Superadditive under Band Connected
Sum*, Topology **26** (1987) 209-210.

[17] *The Classification of Maps of Surfaces*
(with Will Kazez), Invent. Math. **90** (1987) 219-242.

[18] *The Classification of Maps of Non
Orientable Surfaces* (with Will Kazez), Math. Annalen **281** (1988)
687-702.

[19] *Surgery on Knots in Solid Tori*,
Topology **28** (1989), 1-6.

[20] *Essential Laminations in 3-Manifolds*
(with Ulrich Oertel), Annals of Math. **130** (1989) 41-73.

[21] *Pseudo Anosov Maps and Surgery on Fibred
2-Bridge Knots* (with Will Kazez), Topology and its Applications **37**
(1990), 93-100.

[22] *1-Bridge Braids in Solid Tori*,
Topology and its Applications **37** (1990), 221-235.

[23] *Convergence Groups are Fuchsian Groups*,
Bull. AMS (2) **25** (1991), 395-402.

[24] *3-Manifolds and Foliations*, Proc. Int.
Cong. Math. 1990 Kyoto (1992), 609-619.

[25] *Taut Foliations of 3-Manifolds and
Suspensions of S*^{1}, Ann. Inst. Fourier **42** (1992), 193-208.

[26] *Convergence Groups are Fuchsian Groups*,
Annals of Math. **136** (1992), 447-510.

[27] *3-Manifolds with Essential Laminations are
Covered by Solid Tori* (with Will Kazez), J. Lon. Math. Soc. (2) **47**
(1993), 557-576.

[28] *Homotopy Hyperbolic 3-Manifolds are
Virtually Hyperbolic*, JAMS **7** (1994), 193-198.

[29] *On the Geometric and Topological Rigidity
of Hyperbolic 3-Manifolds*, Bull. AMS **31** (1994), 228-232.

[30] *Valentin Poenaru's Program for the
Poincaré Conjecture*, Geom. Top. Physics. for Raoul Bott, Int. Press., (1995),
139-166.

[31] *Homotopy, Isotopy and Genuine Laminations
of 3-Manifolds* (with Will Kazez), Proc. 1993 Georgia Top. Conf., Stud. in Adv. Math.
Vol 2.1, (1997), 123-138.

[32] *Problems on the Geometric Theory of
Foliations and Laminations on 3-Manifolds*, Proc. 1993 Georgia Top. Conf., Stud. in
Adv. Math. Vol 2.2, (1997), 1-34.

[33] *On the Geometric and Topological Rigidity
of Hyperbolic 3-Manifolds*, JAMS **10** (1997), 37-74.

[34] *Order trees and laminations of the plane*
(with Will Kazez), Math. Res. Letters **4** (1997), 603-616.

[35] *Group Negative Curvature for 3-Manifolds
with Genuine Laminations* (with Will Kazez), Geom. and Top. **2**
(1998) 65-77.

[36] *Semi-Euclidean Laminations in 3-Manifolds*,
Surveys in Differential Geometry (Inter. Press) 3 (1998) 195-242.

[37] *Finiteness of the Mapping Class Group for
3-Manfolds with Essential Laminations*, (with Will Kazez), J. Diff. Geom. **50**
(1998), 123-127.

[38] *On Brittenham’s Theorem*, to
appear in Comm. in Analysis and Geometry.

[39] *Taut Foliations and Combinatorial Volume
Preserving Flows*, Comm. Math. Helv. **75** (2000), 109-124.

[40] *3 Lectures on Foliations and Laminations on
3-Manifolds*, to appear in Proc. 1998 SUNY, Stony Brook, Laminations Conference.

[41] *Homotopy Hyperbolic 3-Manifolds are
Hyperbolic* (with Robert Meyerhoff, Nathaniel Thurston), to appear in Annals of
Math.

[42] *Essential Laminations and Kneser Normal
Form*, to appear in J. Diff. Geom.

[43] *Volumes of Tubes in Hyperbolic 3-Manifolds*
(with Robert Meyerhoff, Peter Milley), preprint.

[44] *The Smale Conjecture for Hyperbolic
3-Manifolds: *Isom(*M*^{ 3})\simeq* *Diff(*M* ^{3}),
preprint