Factoring Families of Positive Knots on Lorenz-like Templates

Authors

Michael C. Sullivan, Southern Illinois University CarbondaleFollow

Comments

Electronic version of an article published as "Factoring Families of Positive Knots on Lorenz-like Templates," Journal of Knot Theory and Its Ramifications, Volume 17, Issue 10, 2008, 1175-1187, DOI: 10.1142/S0218216508006634 © copyright World Scientific Publishing Company, http://www.worldscinet.com/jktr/jktr.shtml

Abstract

We show that for m and n positive, composite closed orbits realized on the Lorenz-like template L(m, n) have two prime factors, each a torus knot; and that composite closed orbits on L(−1,−1) have either two for three prime factors, two of which are torus knots.

Recommended Citation

Sullivan, Michael C. "Factoring Families of Positive Knots on Lorenz-like Templates." (Oct 2008).