Showing papers on "Julia set published in 1976"
TL;DR: In this paper, a function denned in the unit disk D(|z| < 1) is considered and the cluster set of f at each point e iθ relative to s is defined.
Abstract: Let f be a function denned in the unit disk D(|z| < 1). For each point e iθ on the unit circle C(|z| = 1) and each subset S of D, we denote by C s (f, e iθ ) the cluster set of f at e iθ relative to s, i.e. where N(e iθ , j) = {z∈D:|z-e iθ | <1/j}.
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