REVERSE ITERATED FUNCTION SYSTEM AND DIMENSION OF DISCRETE FRACTALS
REVERSE ITERATED FUNCTION SYSTEM AND DIMENSION OF DISCRETE FRACTALS
Abstract A reverse iterated function system is defined as a family of expansive maps { T 1 , T 2 ,…, T m } on a uniformly discrete set $M\subset \Bbb {R}^d$ . An invariant set is defined to be a nonempty set $F\subseteq M$ satisfying F =⋃ j =1 …