2 citations · 2 across the 3 of their papers we have counts for
3 papers
math.GT2020
The genus zero, 3-component fibered links in
Carson Rogers
The open book decompositions of the 3-sphere whose pages are pairs of pants have been fully understood for some time, through the lens of contact geometry. The purpose of this note…
math.GT2019★ 2 cited
Cosmetic two-strand twists on fibered knots
Carson Rogers
Let be a knot in a rational homology sphere . This paper investigates the question of when modifying by adding half-twists to two oppositely-oriented strands, whil…
math.GT2016
Bridge number and twist equivalence of Seifert surfaces
Carson Rogers
Two Seifert surfaces of links in are said to be twist equivalent if one can be obtained from the other, up to isotopy, by repeatedly performing operations consisting of cutti…