Distributions in algebraic dynamics

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Intersections of polynomial orbits, and a dynamical Mordell–Lang conjecture (2007, background): “This conjecture fits into Zhang’s far-reaching system of dynamical conjectures [27].”
Current trends and open problems in arithmetic dynamics (2018, background): “(a) (Ghioca–Tucker–Zhang, 2011, [94]) f is a group endomorphism of an abelian variety.”
Big line bundles over arithmetic varieties (2006, methodology): “A Description of the Berkovich Space Using model functions, Zhang [Zh4] constructed the Berkovich space X Kv in an elementary way.”
Invariant varieties for polynomial dynamical systems (2009, background): “We prove variants of two conjectures of Zhang [20] on the arithmetic of dynamical systems.”
Polarized endomorphisms of complex normal varieties (2009, background): “2 is similar to that of [55], Theorem 1.”
Periods of rational maps modulo primes (2011, background): “(A map f : X −→ X is said to be polarizable if there is an ample divisor L such that f ∗L ∼= L⊗d for some d > 1; see [22].”
A case of the dynamical Mordell–Lang conjecture (2012, background): “1 fits into Zhang’s far-reaching system of dynamical conjectures [36].”