J. V. Zelm

most citedNontautological Bielliptic Cycles

20 citations · 20 across the 1 of their papers we have counts for

collaborators

2 papers

math.AG2018

Intersections of loci of admissible covers with tautological classes

Johannes Schmitt, Jason van Zelm

For a finite group $G$ , let $\H_{g,G,ξ}$ be the stack of admissible $G$ -covers $C \to D$ of stable curves with ramification data $ξ$ , $g (C) = g$ and $g (D) = g^{'}$ . There are source and ta…

math.AG2016★ 20 cited

Nontautological Bielliptic Cycles

Jason van Zelm

Let $[B_{2, 0, 20}]$ and $[B_{2, 0, 20}]$ be the classes of the loci of stable resp. smooth bielliptic curves with 20 marked points where the bielliptic…