- Appeared in the March 1996 issue of College Mathematics Journal. Knots about Stokes' Theorem
- Submitted to Topology Proceedings
- COMPOSITE KNOTS IN THE FIGURE8 KNOT COM PLEMENT CAN HAVE ANY NUMBER OF PRIME FAC
- ZEEMAN NUMBERS AND ORBIT SPLITTING IN MICHAEL C. SULLIVAN
- LINEAR VECTOR FIELDS MICHAEL C. SULLIVAN
- FACTORING FAMILIES OF POSITIVE KNOTS ON LORENZ-LIKE TEMPLATES
- THE TOPOLOGY AND DYNAMICS OF FLOWS MICHAEL C. SULLIVAN
- Topology and its Applications 141 (2004) 125145 www.elsevier.com/locate/topol
- ELECTRONIC RESEARCH ANNOUNCEMENTS OF THE AMERICAN MATHEMATICAL SOCIETY
- AN INVARIANT OF BASIC SETS OF SMALE FLOWS MICHAEL C. SULLIVAN
- Symbolic Dynamics and its Applications: AMS Short Course, January 4-5, 2002, San Diego California, in the series Proceedings
- Symbolic Dynamics and its Applications: AMS Short Course, January 4-5, 2002, San Diego California, in the series Proceedings
- Qual. Th. Dyn. Syst. 99 (9999), 15 1575-5460/99000-0, DOI 10.1007/s12346-003-0000
- Submitted to Topology Proceedings
- TWISTWISE FLOW EQUIVALENCE AND BEYOND ... MICHAEL C. SULLIVAN
- Visually Building Smale flows in S 3 Michael C. Sullivan
- KNOT FACTORING MICHAEL C. SULLIVAN
- EQUIVARIANT FLOW EQUIVALENCE FOR SHIFTS OF FINITE TYPE, BY MATRIX EQUIVALENCE OVER
- Quantum Invariants of Templates Louis H. Kauffman
- POSITIVE KNOTS AND ROBINSON'S ATTRACTOR MICHAEL C. SULLIVAN
- A ZETA FUNCTION FOR FLOWS WITH POSITIVE TEMPLATES
- FACTORING FAMILIES OF POSITIVE KNOTS ON LORENZLIKE TEMPLATES
- INVARIANTS OF TWISTWISE FLOW EQUIVALENCE MICHAEL C. SULLIVAN
- ISSN numbers are printed here 1 Algebraic & Geometric Topology [Logo here]
- POSITIVE BRAIDS WITH A HALF TWIST ARE PRIME MICHAEL C. SULLIVAN
- Submitted to Topology Proceedings
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- Qual. Th. Dyn. Syst. 99 (9999), 1--5 15755460/990000, DOI 10.1007/s123460030000
- FLOWS WITH KNOTTED CLOSED ORBITS JOHN FRANKS AND MICHAEL C. SULLIVAN
- EQUIVARIANT FLOW EQUIVALENCE FOR SHIFTS OF FINITE TYPE, BY MATRIX EQUIVALENCE OVER GROUP RINGS
- PRIME DECOMPOSITION OF KNOTS IN LORENZ-LIKE TEMPLATES
- PERIODIC PRIME KNOTS AND TOPOLOGICALLY TRANSITIVE FLOWS ON 3-MANIFOLDS
- ERRATA TO AN INVARIANT OF BASIC SETS OF SMALE MICHAEL C. SULLIVAN
- LINEAR VECTOR FIELDS MICHAEL C. SULLIVAN
- The Linking Homomorphism of One-dimensional Minimal Sets
- THE PRIME DECOMPOSITION OF KNOTTED PERIODIC ORBITS IN DYNAMICAL SYSTEMS
