6 citations · 6 across the 8 of their papers we have counts for
5 papers · 1 filter
Surface bundles and the section conjecture
Wanlin Li, Daniel Litt, Nick Salter +1
We formulate a tropical analogue of Grothendieck's section conjecture: that for every stable graph G of genus g>2, and every field k, the generic curve with reduction type G over k…
Vanishing cycles, plane curve singularities, and framed mapping class groups
Pablo Portilla Cuadrado, Nick Salter
Let f be an isolated plane curve singularity with Milnor fiber of genus at least 5. For all such f, we give (a) an intrinsic description of the geometric monodromy group that does…
Global fixed points of mapping class group actions and a theorem of Markovic
Lei Chen, Nick Salter
We give a short and elementary proof of the non-realizability of the mapping class group via homeomorphisms. This was originally established by Markovic, resolving a conjecture of…
Framed mapping class groups and the monodromy of strata of Abelian differentials
Aaron Calderon, Nick Salter
This paper investigates the relationship between strata of abelian differentials and various mapping class groups afforded by means of the topological monodromy representation. Bui…
Relative homological representations of framed mapping class groups
Aaron Calderon, Nick Salter
Let be a surface with either boundary or marked points, equipped with an arbitrary framing. In this note we determine the action of the associated "framed mapping class group"…