Searching for authors named "Song Lin" – sorted by Relevance.
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Power Series Expansions And Invariants Of Links
- POWER SERIES EXPANSIONS AND INVARIANTS OF LINKS Xiao-Song Lin One may think of Vassiliev invariants
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Finite Type Invariants Of Integral Homology 3-Spheres: A Survey
- FINITE TYPE INVARIANTS OF INTEGRAL HOMOLOGY 3-SPHERES: A SURVEY XIAO-SONG LIN 1. Introduction We
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Invariants Of Legendrian Knots
- INVARIANTS OF LEGENDRIAN KNOTS XIAO-SONG LIN 1. Introduction Legendrian knots are imbeddings of a
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Representations of Knot Groups and Twisted Alexander Polynomials
- REPRESENTATIONS OF KNOT GROUPS AND TWISTED ALEXANDER POLYNOMIALS Xiao-Song Lin Department
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Finite Type Link Invariants And The Non-Invertibility Of Links
- FINITE TYPE LINK INVARIANTS AND THE NON-INVERTIBILITY OF LINKS XIAO-SONG LIN Abstract. We show
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Milnor And Finite Type Invariants Of Plat-Closures
- MILNOR AND FINITE TYPE INVARIANTS OF PLAT-CLOSURES EFSTRATIA KALFAGIANNI AND XIAO-SONG LIN To Joan
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Vassiliev Invariants And The Cubical Knot Complex
- ; ∗ , Xiao-Song Lin b www.elsevier.com/locate/top a Department of Mathematics, Columbia University, New York
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Fermat limit and congruence of Ohtsuki invariants
- –333 Fermat limit and congruence of Ohtsuki invariants Xiao-Song Lin Zhenghan Wang Abstract By calculating
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Integral Geometry Of Plane Curves And Knot Invariants
- INTEGRAL GEOMETRY OF PLANE CURVES AND KNOT INVARIANTS XIAO-SONG LIN AND ZHENGHAN WANG Revised
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On Vassiliev Knot Invariants Induced From Finite Type 3-Manifold Invariants
- AND XIAO-SONG LIN Abstract. We prove that the knot invariant induced by a Z- homology 3-sphere invariant
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