Hurwitz spaces of genus 2 covers of an elliptic curve

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Introduction to Teichm\"uller theory and its applications to dynamics of interval exchange transformations, flows on surfaces and billiards (2013, background): “ transitively on the set of half-integer points of T2, we can \replace" ‘ 2 by ‘ i, i>0, to get the same conclusion for all i>0. The invariant [‘ 0;f‘ 1;‘ 2;‘ 3g] was introduced by E. Kani [45], and P. Hubert and S. Lelievre [44] to study SL(2;Z)-orbits of origamis of H(2) (historically s”
A CHARACTERIZATION OF CERTAIN SHIMURA CURVES IN THE MODULI STACK OF ABELIAN VARIETIES (2002, unknown): “…over a totally real number field F and ramified at all of the infinite places except one, an abelian variety B, and ` families hi : Zi → Y ′ of abelian varieties with geometrically simple generic fibre, such that i. f ′ : X ′ = X ×Y Y ′ → Y ′ is isogenous to B × Z1 ×Y ′ · · · ×Y ′ Z` −−→ Y ′. ii.”