127 citations · 161 across the 4 of their papers we have counts for
14 papers
A characterization of quasipositive Seifert surfaces (Constructions of quasipositive knots and links, III)
Lee Rudolph
This article was originally published in Topology 31 (1992). The present hyperTeXed redaction corrects a few typographical errors and updates the references.
Algebraic functions and closed braids
Lee Rudolph
This article was originally published in Topology 22 (1983). The present hyperTeXed redaction includes references to post-1983 results as Addenda, and corrects a few typographical…
Knot theory of complex plane curves
Lee Rudolph
The primary objects of study in the ``knot theory of complex plane curves'' are C-links: links (or knots) cut out of a 3-sphere in the complex plane by complex plane transverse and…
Constructions of Morse maps for knots and links, and upper bounds on the Morse-Novikov number
Mikami Hirasawa, Lee Rudolph
The Morse-Novikov number MN(L) of an oriented link L in the 3-sphere is the minimum number of critical points of a Morse map from the complement of L in the 3-sphere to the circle…
Isolated critical points of mappings from to and a natural splitting of the Milnor number of a classical fibered link. Part I: Basic theory; examples
Lee Rudolph
From a fibered link in the 3-sphere may be constructed a field of not everywhere tangent 2-planes; when the fibered link is the link of an isolated critical point of a map from 4-s…
Nœuds non concordants à un C-bord
Michel Boileau, Lee Rudolph
An oriented link L in a 3-sphere S in complex 2-space is a C-boundary if it bounds a piece of algebraic curve in the 4-ball bounded by S. Using Kronheimer and Mrowka's proof of the…