199 citations · 258 across the 5 of their papers we have counts for
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math.DS2011★ 18 cited
The Dynamical Degrees of a Mapping
Eric Bedford
Let f be a rational mapping of a space X . The complexity of (f,X) as a dynamical system is measured by the dynamical degrees , . We give the defini…
math.DS1993★ 37 cited
Distribution of periodic points of polynomial diffeomorphisms of C^2
Eric Bedford, Mikhail Lyubich, John Smillie
This paper deals with the dynamics of a simple family of holomorphic diffeomorphisms of $\C^2$: the polynomial automorphisms. This family of maps has been studied by a number of au…
math.DS1992★ 199 cited
Polynomial diffeomorphisms of C^2, IV: The measure of maximal entropy and laminar currents
Eric Bedford, Mikhail Lyubich, John Smillie
This paper concerns the dynamics of polynomial automorphisms of . One can associate to such an automorphism two currents and the equilibrium measure $μ=μ^+\wedge…