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math.AG2021
GIT stability of linear maps on projective space with marked points
Max Weinreich
We construct moduli spaces of linear self-maps of projective space with marked points, up to projective equivalence. That is, we let the special linear group act simultaneously by…
math.AG2021
Dynamical moduli spaces and polynomial endomorphisms of configurations
Talia Blum, John R. Doyle, Trevor Hyde +3
A portrait is a combinatorial model for a discrete dynamical system on a finite set. We study the geometry of portrait moduli spaces, whose points correspond to equivalence classes…