Max Weinreich

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20162026

most citedCounting Arcs in Projective Planes via Glynn's Algorithm

7 citations · 8 across the 7 of their papers we have counts for

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3 papers · 1 filter

math.DS2023★ 1 cited

The dynamical degree of billiards in an algebraic curve

Max Weinreich

We introduce an algebraic formulation of billiards on plane curves over algebraically closed fields, extending Glutsyuk's complex billiards. For any smooth algebraic curve $C$ of d…

math.DS2021

The Algebraic Dynamics of the Pentagram Map

Max H. Weinreich

The pentagram map, introduced by Schwartz in 1992, is a dynamical system on the moduli space of polygons in the projective plane. Its real and complex dynamics have been explored i…

math.DS2020

Automorphism Groups of Endomorphisms of $P^{1} (F ˉ_{p})$

Julia Cai, Benjamin Hutz, Leo Mayer +1

For any algebraically closed field $K$ and any endomorphism $f$ of $P^{1} (K)$ of degree at least 2, the automorphisms of $f$ are the Möbius transformations that commute with…

The dynamical degree of billiards in an algebraic curve

The Algebraic Dynamics of the Pentagram Map

Automorphism Groups of Endomorphisms of P1(Fˉp​)

Automorphism Groups of Endomorphisms of $P^{1} (F ˉ_{p})$