REPRODUCTION PROPERTIES OF REFERENCELESS FRACTALOGRAMS

Fourier transform and imaging properties of referenceless fractalogram s are studied for the example of an aperture bounded by a Koch curve. Peculiarities of the images reconstructed from such fractalograms are investigated proceeding from Young's interpretation of diffraction phe nomena. A registration zone of the comprehensive informativity of a re ferenceless fractalogram is determined, and a multi-stage procedure fo r pre-processing of a fractal-containing optical signal is briefly out lined.