5 citations · 5 across the 2 of their papers we have counts for
3 papers
math.DG2021
Okamoto Transformations relating Equivariant Instanton Bundles via Painleve VI
Jan Segert
We compute explicit solutions of the Painleve VI (PVI) differential equation from equivariant instanton bundles corresponding to Yang-Mills instantons with "quadrup…
math.AT2017
On the Structural Theorem of Persistent Homology
Killian Meehan, Andrei Pavlichenko, Jan Segert
We study the categorical framework for the computation of persistent homology, without reliance on a particular computational algorithm. The computation of persistent homology is c…
dg-ga1997★ 5 cited
Frobenius Manifolds from Yang-Mills Instantons
Jan Segert
We present an elementary self-contained account of semisimple Frobenius manifolds in three dimensions, and exhibit a new family of explicit examples. These examples are constructed…