Asaf Hadari

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20082020

most citedEvery Infinite order mapping class has an infinite order action on the homology of some finite cover

7 citations · 12 across the 8 of their papers we have counts for

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math.DS2010

Translation Surfaces With Finite Veech Groups

Asaf Hadari

We prove that every finite subgroup of $G L_{2} (R)$ can be realized as the Veech group of some translation surface.

math.DS2008

Algebraic Entropy and the Action of Mapping Class Groups on Character Varieties

Asaf Hadari

We extend the definition of algebraic entropy to endomorphisms of affine varieties. We calculate algebraic entropy of the action of elements of mapping class groups on various char…