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WildSurfaces.SimpleJinvariantPropertyr1.2 - 06 Aug 2005 - 23:59 - ThierryMonteiltopic end
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Simple J-invariant property

A surface $\mathcal{S}$ is said to have the SimpleJinvariantProperty if there exists two vectors $v_1$ and $v_2$ in R^2 such that $J(\mathcal{S})=v_1\wedge v_2$.

There exists translation surfaces that have the SimpleJinvariantProperty but that are not torus branched coverings : TwoDirectionsSurface

Referneces

Kenyon and Smillie :
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