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Lens space
Notices of the American Mathematical Society
DEGREE-L MAPS INTO LENS SPACES and FREE CYCLIC ACTIONS on HOMOLOGY 3-SPHERES*
LEGENDRIAN LENS SPACE SURGERIES 3 Where the Ai ≥ 2 Are the Terms in the Negative Continued Fraction Expansion P 1 = A0 − =: [A0,...,Ak]
Knots and Links in Lens Spaces
ANALYTIC TORSION 0. Introduction Analytic Torsion Is an Invariant Of
Heegaard Splittings of Branched Cyclic Coverings of Connected Sums of Lens Spaces
Mathematics of the Gateway Arch Page 220
The Lens Space Realization Problem
C:\Documents and Settings\Andrew\Local Settings
PROJECTIVE SPACES 1. INTRODUCTION from Now
Lens Spaces and Dehn Surgery
Isospectrality for Orbifold Lens Spaces
Arxiv:1608.06844V2 [Math.GT] 13 Sep 2017 In;Fo Oooitspito Iwti Lentv Ro Ssimpler Taste
Configuration Spaces in Algebraic Topology
Immersed Projective Planes in Lens Spaces
On the Diffeomorphism Type of Seifert Fibered Spherical 3-Orbifolds Mattia Mecchia, Andrea Seppi
New Geometric Splittings of Classical Knots and the Classification and Symmetries of Arborescent Knots
Monopoles and Lens Space Surgeries
Top View
ON 3-BRAIDS and L-SPACE KNOTS. an L-Space Knot
On Knots and Links in Lens Spaces Arxiv:1209.6532V1 [Math.GT] 28
K-Theory and Geometric Topology
The Con Guration Space of the Three
Arbeitsgemeinschaft: Topological Robotics
Notes on the Course “Algebraic Topology”
Free Actions of Connected Lie Groups of Rank One on Certain Spaces
Triangulated Manifolds with Few Vertices: Geometric 3-Manifolds
ON KNOTS and LINKS in LENS SPACES Knot Theory Is A
Symmetry of Links and Classification of Lens Spaces 3
On the Deleted Squares of Lens Spaces
Normal Surfaces and 3-Manifold Algorithms
Configuration Spaces and Braid Groups
Computer Calculation of Witten's 3-Manifold Invariant*
3-Dimensional Topology up to 1960
A Basic Introduction to Surgery Theory
Of Sullivan Models, Massey Products, and Twisted Pontrjagin Products
Homology 3-Spheres
Arxiv:1811.01433V2 [Math.GT] 25 Jan 2020 Hoe
An Introduction to the Abelian Reidemeister Torsion of Three
Lift in the 3-Sphere of Knots and Links in Lens Spaces Arxiv:1312.1256V1
On a Remarkable Polyhedron Geometrizing the Figure Eight Knot Cone Manifolds
An Introduction to 3-Manifolds and Their Fundamental Groups
MONOPOLES and LENS SPACE SURGERIES 11 and Hence (2N − P)2 4H( J ) = −4 + + 2 − 3 N,P P (2N − P)2 = − 5
Identifying Lens Spaces in Polynomial Time