Antenna Miniaturization Using Fractals Richa Garg, AP ECE Deptt., [email protected], J.C.D.C.O.E., Sirsa ABSTRACTThe use of fractal geometry in designing antenna has been a resent topic of interest. Fractal shape has their own unique characteristics that the improved antenna performance can be achieved without degrading the antenna properties. Modern telecommunication system requires antenn...

In which I discuss about a tiny theory and implementation of fractal text for the World Wide Web with search engines and a web browser.

The universality classes of the quantum Hall transitions are considered in terms of fractal sets of dual topological quantum numbers filling factors, labelled by a fractal or Hausdorff dimension defined into the interval 1 < h < 2 and associated with fractal curves. We show that our approach to the fractional quantum Hall effect-FQHE is free of any empirical formula and this characteristic appe...

Based on fractal theory, the fractal characteristics of soil particle size distribution (PSD) and soil water retention curve (WRC) under the five vegetation types were studied in the mountainous land of Northern China. Results showed that: (1) the fractal parameters of soil PSD and soil WRC varied greatly under each different vegetation type, with Quercus acutissima Carr. and Robina pseudoacaci...

The limit of power extraction by a device which makes use constructive interference, i.e. local blockage, is investigated theoretically. modelled using actuator disc theory in we allow the to be split into arrays and these then sub-arrays an arbitrary number times so as construct $n$ -level multi-scale original undergoes $n-1$ sub-divisions. alternative physical interpretation problem planar sy...

CONTENTS We investigate in greater detail a sampling formula given by the 1 . Introduction fjrst author for functions whose spectrum lies in a Cantor set K of 2. Asymptotic Behavior of the Sampling Function a special type introduced by Jorgensen and Pedersen, where the 3. Translates of the Sampling Function sampling set is extremely thin, and the sampling function is quite 4. The Sampling Formu...

Fractal AI is a theory for general artificial intelligence. It allows to derive new mathematical tools that constitute the foundations for a new kind of stochastic calculus, by modelling information using cellular automaton-like structures instead of smooth functions. In the repository included we are presenting a new Agent, derived from the first principles of the theory, which is capable of s...

The high complexity of the remotely sensed images and measurements provided by the last generations of sensors demand new techniques for scene understanding and analysis. The similarity of fractal and real world objects was observed and intensively studied from the very beginning. The fractal geometry became a tool for computer graphics and data visualisation in the simulation of the real world...