J. Meier

activity

20122025

most citedBridge trisections of knotted surfaces in

S^{4}

55 citations · 299 across the 25 of their papers we have counts for

collaborators

Showing 2019 · math.GTShow all

3 papers · 2 filters

math.GT2019★ 33 cited

Null, recursively starlike-equivalent decompositions shrink

Jeffrey Meier, Patrick Orson, Arunima Ray

A subset $E$ of a metric space $X$ is said to be starlike-equivalent if it has a neighbourhood which is mapped homeomorphically into $R^{n}$ for some $n$ , sending $E$ to a s…

math.GT2019

A note on three-fold branched covers of $S^{4}$

Ryan Blair, Patricia Cahn, Alexandra Kjuchukova +1

We show that any 4-manifold admitting a $(g; k_{1}, k_{2}, 0)$ -trisection is an irregular 3-fold cover of the 4-sphere whose branching set is a surface in $S^{4}$ , smoothly embedded except…

math.GT2019

Generalized square knots and homotopy 4-spheres

Jeffrey Meier, Alexander Zupan

The purpose of this paper is to study geometrically simply-connected homotopy 4-spheres by analyzing $n$ -component links with a Dehn surgery realizing $#^{n} (S^{1} \times S^{2})$ . We cal…

Null, recursively starlike-equivalent decompositions shrink

A note on three-fold branched covers of S4

Generalized square knots and homotopy 4-spheres

A note on three-fold branched covers of $S^{4}$