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- A Visual Companion to Hatcher's Notes on Basic 3-Manifold Topology
- Notes on Basic 3-Manifold Topology Chapter 1. Canonical Decomposition
- Topology and Groups
- Surgery on a Curve in a Solid Torus 387
- Heegaard Floer Homology Solid Tori
- (K)Not So Abstract!∗ Knots, Links, and Three-Dimensional Manifolds
- Manifolds Are Included Here, but His Write-Up Also Includes Solutions to Them
- Arxiv:1901.04605V3 [Math.DG] 22 Jul 2019 Clrcraue( Curvature Scalar Pr2,Pr2,Pr3,I ( If Per03], Per02b, [Per02a, Etoa Uvtrs Opeemetric Complete a Curvatures
- Arxiv:1803.09922V2 [Math.GT] 1 Jul 2019 H Essae Ne Uhanotion, a Such Under T Glued Space
- Homeomorphisms Which Are Dehn Twists on the Boundary
- Fundamental Groups for Torus Link Complements Arxiv:1904.10005V1 [Math.GT] 22 Apr 2019
- 3–Manifolds Algorithmically Bound 4–Manifolds by Samuel Churchill B.Sc., University of Victoria, 2013 a Thesis Submitted In
- UNIVERSITY of CALIFORNIA RIVERSIDE Foliations, Contact Structures and Finite Group Actions a Dissertation Submitted in Partial S
- Accepted Manuscript
- Topology Qualifying Exam
- THE SEIFERT-VAN KAMPEN THEOREM 1. Topological
- The Idea of the Fundamental Group
- Or Something - Maybe Some Sort of Space Worm) Has Carved out a Tunnel in Space That Forms a Loop
- An Inquiry Into the Practice of Proving in Low-Dimensional Topology
- Surfaces in Seifert Fibered Spaces
- Complexity of Seifert Manifolds
- The Classification of 3-Manifolds — a Brief Overview
- A Polynomial Invariant of Links in a Solid Torus. Jaehoo Park Kim Louisiana State University and Agricultural & Mechanical College
- Arxiv:1608.08654V2 [Math.GT] 13 Jul 2017 Analogue Does Hold Under Broad Hypotheses
- On Three-Manifold Constructions and Contact Structures
- Geometric Structures on 3–Manifolds
- 3-Manifolds That Are Sums of Solid Tori and Seifert Fiber Spaces
- Notes on Basic 3-Manifold Topology
- Knotted Tori
- An Introduction to 3-Manifolds and Their Fundamental Groups
- 3-Manifolds That Are Covered by Two Open Bundles
- HEEGARD SPLITTINGS Contents 1. Introduction 1 2. a Basic Example 1