22 citations · 100 across the 28 of their papers we have counts for
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math.GT2022
Concordance of spheres in 4-manifolds with an immersed dual sphere
Michael Klug, Maggie Miller
Let and be two homotopic, oriented 2-spheres embedded in an orientable 4-manifold . After discussing several operations for modifying an immersion of a 3-manifold in…
math.GT2022
Bridge trisections and Seifert solids
Jason Joseph, Jeffrey Meier, Maggie Miller +1
We adapt Seifert's algorithm for classical knots and links to the setting of tri-plane diagrams for bridge trisected surfaces in the 4-sphere. Our approach allows for the construct…
math.GT2022
Seifert surfaces in the 4-ball
Kyle Hayden, Seungwon Kim, Maggie Miller +2
We answer a question of Livingston from 1982 by producing Seifert surfaces of the same genus for a knot in that do not become isotopic when their interiors are pushed into $B…