Let f be a (germ of ) holomorphic self-map of C2 such that the origin is an isolated fixed point and such that dfO = id. Let Î½(f ) be the degree of the first nonvanishing term in the homogeneousâ€¦ (More)

We characterize, using the Bergman kernel, Carleson measures of Bergman spaces in strongly pseudoconvex bounded domains in C, generalizing to this setting theorems proved by Duren and Weir for theâ€¦ (More)

BACKGROUND
Glucose is considered as one of the main sources of cell damage related to aldose reductase (AR) action in hyperglycemic conditions and a worldwide effort is posed in searching forâ€¦ (More)

1. Introduction Let M be a complex manifold, and p âˆˆ M. In this survey, a (discrete) holomorphic local dynamical system at p will be a holomorphic map f : U â†’ M such that f (p) = p, where U âŠ† M is anâ€¦ (More)

We prove that a backward orbit with bounded Kobayashi step for a hyperbolic, parabolic or strongly elliptic holomorphic self-map of a bounded strongly convex C domain in C necessarily converges to aâ€¦ (More)

We give a short proof of Wolff-Denjoy theorem for (not necessarily smooth) strictly convex domains. With similar techniques we are also able to prove a Wolff-Denjoy theorem for weakly convex domains,â€¦ (More)