F. Gauss

collaborators

3 papers

math.AG2017

$μ$ -constant monodromy groups and Torelli results for the quadrangle singularities and the bimodal series

Falko Gauss, Claus Hertling

This paper is a sequel to [He11] and [GH17]. In [He11] a notion of marking of isolated hypersurface singularities was defined, and a moduli space $M_{μ}^{ma r}$ for marked singulariti…

math.AG2015

$μ$ -constant monodromy groups and Torelli results for marked singularities, for the unimodal and some bimodal singularities

Falko Gauss, Claus Hertling

This paper is a sequel to [He7]. There a notion of marking of isolated hypersurface singularities was defined, and a moduli space $M_{μ}^{ma r}$ for marked singularities in one $μ$ -ho…

math.AG2015

Planar tropical gravitational descendants with one tangency condition

Falko Gauss

We prove a formula which allows us to recursively compute planar tropical gravitational descendants which involve psi-classes of arbitrary power at marked ends fixed by points and…

μ-constant monodromy groups and Torelli results for the quadrangle singularities and the bimodal series

μ-constant monodromy groups and Torelli results for marked singularities, for the unimodal and some bimodal singularities

Planar tropical gravitational descendants with one tangency condition

$μ$ -constant monodromy groups and Torelli results for the quadrangle singularities and the bimodal series

$μ$ -constant monodromy groups and Torelli results for marked singularities, for the unimodal and some bimodal singularities