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Fractal Theory

Application of Fractal Theory in Architectural Design

Application of Fractal Theory in Architectural Design

... fractal theory. Secondly, the article gives the definition of fractal dimension, and introduces the calculation method of fractal dimension through ...the fractal structure of several ...

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Application of Fractal Theory in Brick Concrete Structural Health Monitoring

Application of Fractal Theory in Brick Concrete Structural Health Monitoring

... the fractal theory, using the methods of constant dimension fractal and variable dimension fractal to deal with the data collected by fiber grating sensors, and we can predict the vertical ...

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Surface Morphology Analysis Using Fractal Theory in Micro Electrical Discharge Machining

Surface Morphology Analysis Using Fractal Theory in Micro Electrical Discharge Machining

... the fractal theory has become con- siderably popular in recent years, which has mainly one eval- uation parameterthe fractal ...the fractal dimension is an important parameter, which measured ...

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Weak θ contractions and some fixed point results with applications to fractal theory

Weak θ contractions and some fixed point results with applications to fractal theory

... In this paper, we define weak θ -contractions on a metric space into itself by extending θ -contractions introduced by Jleli and Samet (J. Inequal. Appl. 2014:38, 2014) and utilize the same to prove some fixed point ...

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Classification and Evaluation of Porous Bioclastic Limestone Reservoir Based on Fractal Theory

Classification and Evaluation of Porous Bioclastic Limestone Reservoir Based on Fractal Theory

... by fractal theory, the paper used mer- cury penetration materials to calculate fractal dimension of reservoir’s pore struc- ture, and gathered statistics to analyze the relation between ...

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Contact Model of Revolute Joint with Clearance Based on Fractal Theory

Contact Model of Revolute Joint with Clearance Based on Fractal Theory

... contact theory, and is suitable for the case of non- coordinated contact with a large ...the fractal theory and micro-surface topography, it is more accurate when cal- culating a small-clearance ...

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Chaos, Turbulence and Fractal: Theory and Applications

Chaos, Turbulence and Fractal: Theory and Applications

... We define chaos precisely and identify the emergence of chaos, turbulence and fractal associated with the prima. Chaos is a mixture of order none of which is identifiable (note the contrast with turbulence). This ...

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The self-organizing fractal theory as a universal discovery method: the phenomenon of life

The self-organizing fractal theory as a universal discovery method: the phenomenon of life

... SOFT-NET theory predicts the existence of a source(s) of and sink(s) for the energy/matter that flows through, supports, and is supported by the self-organizing ...

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The Images and Data Bases Group at University of São Paulo

The Images and Data Bases Group at University of São Paulo

... the Fractal Theory to solve problems of processing large databases of complex data and, in particular, the execution of analysis over ...the Fractal Theory to achieve linear processing times ...

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Modeling and Validation of Bolted Joints Based on Nonlinear Virtual Material Method

Modeling and Validation of Bolted Joints Based on Nonlinear Virtual Material Method

... on fractal theory and Hertz contact theory, the contact surface can be divided into several sections based on the pressure distribution, the elastic modulus and stress of each section can be ...

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Classification of Aircraft Targets with Surveillance Radars Based on Fuzzy Fractal Features

Classification of Aircraft Targets with Surveillance Radars Based on Fuzzy Fractal Features

... fuzzy fractal theory into the characteristic analysis of return signals from aircraft targets as well as the classification and recognition of targets in surveillance ...fuzzy fractal characteristics ...

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Benoit Mandelbrot (1924   2011 ) : A Greek among Romans

Benoit Mandelbrot (1924 2011 ) : A Greek among Romans

... economic theory assumes that price variation can be modeled by random processes that are consistent with the pattern more simple, like every rise and fall determined by the toss of a ...the fractal shown to ...

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The Three Page Guide to the Most Important Results of  M  S  El Naschie’s Research in E Infinity Quantum Physics and Cosmology

The Three Page Guide to the Most Important Results of M S El Naschie’s Research in E Infinity Quantum Physics and Cosmology

... The present letter could have been entitled a short history of space-time. It is mainly concerned with space, time and matter and gives an almost exhaustive list of the most important results obtained by El Naschie using ...

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Predictability of the monthly North Atlantic Oscillation index based on fractal analyses and dynamic system theory

Predictability of the monthly North Atlantic Oscillation index based on fractal analyses and dynamic system theory

... The proposed analysis of NAO predictability is based on several aspects of fractal theory, which application usually requires long data series. Although it is well known the par- ticular relevance of NAO ...

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A Miniature Antenna for 2.45 GHz RFID Tag

A Miniature Antenna for 2.45 GHz RFID Tag

... In RFID systems data are exchanged between a local reader and a remote transponder (also known as tag) which is composed of a RFID IC chip and an antenna connected to the IC chip at the feeding point of the tag antenna ...

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Application of fractal algorithms of coastline echo’s generation on marine radar simulator

Application of fractal algorithms of coastline echo’s generation on marine radar simulator

... apply fractal theory to the coastline echo simulation process, since fractal theory is widely used as a graphics tool for generating natural-looking shapes like coastlines, rivers, mountains, ...

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Fractal Scaling or Scale invariant Radar: A Breakthrough into the Future

Fractal Scaling or Scale invariant Radar: A Breakthrough into the Future

... classical theory of an integer measure and an integer ...the fractal theory has been historically turned out “outboard” (!) ...processes theory has already reached its satiation and researches ...

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A Hilbert type fractal integral inequality and its applications

A Hilbert type fractal integral inequality and its applications

... the fractal theory has been developed rapidly, and it has been widely used in the fields of science and ...the fractal theory to discuss and generalize some classical inequalities on ...

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On a Fractal Version of Witten’s M Theory

On a Fractal Version of Witten’s M Theory

... and this quasi dimensionality in turn could be portioned into D = 4 for Einstein’s spacetime, D = 22 for the compactified dimensions of Bosonic D = 26 string theory leaving D = 74 being related to pure dark energy ...

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Quantum Dark Energy from the Hyperbolic Transfinite Cantorian Geometry of the Cosmos

Quantum Dark Energy from the Hyperbolic Transfinite Cantorian Geometry of the Cosmos

... spacetime theory, namely a quantum pre-particle zero set as a core and a quantum pre-wave empty set as cobordism or surface of the core, we connect the interaction of two such self similar units to a compact four ...

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