Minsky, Yair Nathan - Department of Mathematics, Yale University

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Minsky, Yair Nathan - Department of Mathematics, Yale University

SHORT GEODESICS AND END INVARIANTS YAIR N. MINSKY
Kleinian Groups and Hyperbolic 3Manifolds Y. Komori, V. Markovic & C. Series (Eds.) Lond. Math. Soc. Lec. Notes 299, 3--40 Cambridge Univ. Press, 2003
On Thurston's ending lamination conjecture Yair N. Minsky
QUASICONVEXITY IN THE CURVE COMPLEX HOWARD MASUR AND YAIR MINSKY
THE CLASSIFICATION OF PUNCTUREDTORUS GROUPS YAIR N. MINSKY
QUASIPROJECTIONS IN TEICHM ULLER SPACE
EXTREMAL LENGTH ESTIMATES AND PRODUCT REGIONS IN TEICHM
GEOMETRY OF THE COMPLEX OF CURVES I: HYPERBOLICITY
UNSTABLE QUASIGEODESICS IN TEICHM ULLER SPACE
NONDIVERGENCE OF HOROCYCLIC FLOWS ON MODULI SPACE
BOUNDED GEOMETRY FOR KLEINIAN GROUPS YAIR N. MINSKY
THE CLASSIFICATION OF KLEINIAN SURFACE GROUPS, II: THE ENDING LAMINATION CONJECTURE
UNSTABLE QUASI-GEODESICS IN TEICHMU"LLER SPACE HOWARD A. MASUR AND YAIR N. MINSKY
THE CLASSIFICATION OF KLEINIAN SURFACE GROUPS, II: THE ENDING LAMINATION CONJECTURE
QUASI-PROJECTIONS IN TEICHMU"LLER SPACE YAIR N. MINSKY
GEOMETRY OF THE COMPLEX OF CURVES II: HIERARCHICAL STRUCTURE
END INVARIANTS AND THE CLASSIFICATION OF HYPERBOLIC 3-MANIFOLDS
LOCAL TOPOLOGY IN DEFORMATION SPACES OF HYPERBOLIC 3-MANIFOLDS
THE CLASSIFICATION OF PUNCTURED-TORUS GROUPS YAIR N. MINSKY
GEOMETRY OF THE COMPLEX OF CURVES II: HIERARCHICAL STRUCTURE
LAMINATIONS IN HOLOMORPHIC DYNAMICS MIKHAIL LYUBICH AND YAIR MINSKY
On Thurston's ending lamination conjecture Yair N. Minsky
SPECTRAL THEORY, HAUSDORFF DIMENSION AND THE TOPOLOGY OF HYPERBOLIC 3-MANIFOLDS
SHORT GEODESICS AND END INVARIANTS YAIR N. MINSKY
GEOMETRY OF THE COMPLEX OF CURVES I: HYPERBOLICITY
A GEOMETRIC APPROACH TO THE COMPLEX OF CURVES ON A SURFACE
EXTREMAL LENGTH ESTIMATES AND PRODUCT REGIONS IN TEICHMU"LLER SPACE
NONDIVERGENCE OF HOROCYCLIC FLOWS ON MODULI SPACE