2 citations · 5 across the 9 of their papers we have counts for
9 papers
Computing stable homology representations of graph configuration spaces
Eric Ramos, Claudia He Yun
Configuration spaces of graphs frequently grow factorially in complexity with the number of particles they parametrize. However, for suitable families of nested graphs …
On the topology of the moduli of tropical unramified p-covers
Yassine El Maazouz, Paul Alexander Helminck, Felix Röhrle +2
We study the topology of the moduli space of unramified -covers of tropical curves of genus , where is a prime number. We use recent techniques by Chan-…
A Serre spectral sequence for the moduli space of tropical curves
Christin Bibby, Melody Chan, Nir Gadish +1
We construct, for all and , a spectral sequence of rational -representations which computes the -equivariant reduced rational cohomology of the tropica…
Positive del Pezzo Geometry
Nick Early, Alheydis Geiger, Marta Panizzut +2
Real, complex, and tropical algebraic geometry join forces in a new branch of mathematical physics called positive geometry. We develop the positive geometry of del Pezzo surfaces…
Some thoughts and experiments on Bergman's compact amalgamation problem
Michael Joswig, Mario Kummer, Andreas Thom +1
We study the question whether copies of in can be amalgamated in a compact group. This is the simplest instance of a fundamental open problem in the theory o…
Discrete Morse theory for symmetric Delta-complexes
Claudia He Yun
We generalize Forman's discrete Morse theory to the context of symmetric -complexes. As an application, we prove that the coloop subcomplex of the link of the origin $LA^{\mathr…
Equivariant Hodge polynomials of heavy/light moduli spaces
Siddarth Kannan, Stefano Serpente, Claudia He Yun
Let denote Hassett's moduli space of weighted pointed stable curves of genus for the heavy/light weight data , and…
Homology representations of compactified configurations on graphs applied to
Christin Bibby, Melody Chan, Nir Gadish +1
We obtain new calculations of the top weight rational cohomology of the moduli spaces , equivalently the rational homology of the tropical moduli spaces $Δ_{2,n}…
The -equivariant rational homology of the tropical moduli spaces
Claudia He Yun
We compute the -equivariant rational homology of the tropical moduli spaces for using a cellular chain complex for symmetric -complexes in Sage.