Conferences related to Fractals

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2012 11th Symposium on Neural Network Applications in Electrical Engineering (NEUREL 2012)

The NEUREL conferences have been organized as a biennial events to allow scientists, experts, and engineers working in diverse areas to report their recent research in the field of neural networks and fuzzy systems, and to contribute to their applications, mainly, but not only, in electrical engineering.

  • 2010 10th Symposium on Neural Network Applications in Electrical Engineering (NEUREL 2010)

    The NEUREL conferences have been organized as a biennial events to allow scientists, experts, and engineers working in diverse areas to report their recent research in the field of neural networks and fuzzy systems, and to contribute to their applications, mainly, but not only, in electrical engineering

  • 2008 9th Symposium on Neural Network Applications in Electrical Engineering (NEUREL 2008)

    The NEUREL conferences have been organized as a biennial events to allow scientists, experts, and engineers working in diverse areas to report their recent research in the field of neural networks and fuzzy systems, and to contribute to their applications, mainly, but not only, in electrical engineering


2012 5th International Workshop on Chaos-Fractals Theories and Applications (IWCFTA)

The 5th IWCFTA aims to provide a high-level international forum for scientists, researchers and engineers to present the state-of-the-art advancements in the studies of chaos-fractal theories and their applications to complex systems, cryptography, information processing, multimedia, communications, biology, economics and finance.


2011 3rd International Conference on Computer Design and Applications (ICCDA 2011)

The aim objective of ICCDA 2011 is to provide a platform for researchers, engineers, academicians as well as industrial professionals from all over the world to present their research results and development activities in Computer Design and Applications.



Periodicals related to Fractals

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Computer Graphics and Applications, IEEE

IEEE Computer Graphics and Applications (CG&A) bridges the theory and practice of computer graphics. From specific algorithms to full system implementations, CG&A offers a strong combination of peer-reviewed feature articles and refereed departments, including news and product announcements. Special Applications sidebars relate research stories to commercial development. Cover stories focus on creative applications of the technology by an artist or ...


Engineering in Medicine and Biology Magazine, IEEE

Both general and technical articles on current technologies and methods used in biomedical and clinical engineering; societal implications of medical technologies; current news items; book reviews; patent descriptions; and correspondence. Special interest departments, students, law, clinical engineering, ethics, new products, society news, historical features and government.


Microwave Theory and Techniques, IEEE Transactions on

Microwave theory, techniques, and applications as they relate to components, devices, circuits, and systems involving the generation, transmission, and detection of microwaves.


Potentials, IEEE

This award-winning magazine for technology professionals explores career strategies, the latest research and important technical developments. IEEE Potentials covers theories to practical applications and highlights technology's global impact.




Xplore Articles related to Fractals

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A analysis about Guizhou Rural Ecological landscape pattern(RELP)

Fengtai Zhang; Lachun Wang; Weici Su; Weiquan Zhao 2011 International Conference on Computer Science and Service System (CSSS), 2011

This paper adopted Guizhou 2005 TM/ETM satellite image data and analyzed its rural Ecological landscape pattern(RELP) by using GIS software. It was shown that Guizhou rural landscape distribution difference was big, landscape fragmentation was high, agricultural landscape integrity was poor. Besides the fractal dimension of settlement landscape is relatively lower, the others were quite high. Rural landscape plaques distribution was ...


Study on scaling behavior of heterogeneous traffic in modern networks

Shen Mingda International Conference on Networking, International Conference on Systems and International Conference on Mobile Communications and Learning Technologies (ICNICONSMCL'06), 2006

Two regime scaling behaviors has been proved to exist in Most of modern networks, i.e., self-similar scaling over large time scales and multifractality in sub-second small scales, but single multiscaling regime could not be fit in any circumstance, especially as the heterogeneous traffic composition appears more and more sophisticated in modern networks. Scaling behavior should be analyzed to verify the ...


Fractal graphics and image compression on a SIMD processor

S. F. Reddaway; A. Wilson; A. Horn Proceedings., 2nd Symposium on the Frontiers of Massively Parallel Computation, 1988

The algorithms best suited to a single-instruction multiple-data (SIMD) processor array (in particular the AMT DAP510) both for encoding and image generation (decoding) are discussed. The iterated function system (IFS) literature is reviewed from an engineering rather than a mathematical angle. IFS image regeneration theory and performance data are provided. Some alternative machine architecture are discussed


Generation Of Fractal Images And Comparison Of Their PSDs With Several Models

P. K. Williams; D. G. Lubnau; D. F. Elliott Twenty-Second Asilomar Conference on Signals, Systems and Computers, 1988

First Page of the Article ![](/xploreAssets/images/absImages/00754043.png)


Polyphase Matrix Extension for Biorthogonal Multiwavelets with Closed-Form Expressions

Yi-Gang Cen 2009 International Conference on Computational Intelligence and Software Engineering, 2009

Polyphase matrix extension of scaling vectors is a fundamental approach for the construction of compactly supported biorthogonal multiwavelets, but at the expense of high computations. In this paper, a novel approach through factorization of the unimodular matrix over the Laurent polynomial ring is developed so that closed-form solution can be obtained for the construction of compactly supported biorthogonal multiwavelets from ...


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Educational Resources on Fractals

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eLearning

A analysis about Guizhou Rural Ecological landscape pattern(RELP)

Fengtai Zhang; Lachun Wang; Weici Su; Weiquan Zhao 2011 International Conference on Computer Science and Service System (CSSS), 2011

This paper adopted Guizhou 2005 TM/ETM satellite image data and analyzed its rural Ecological landscape pattern(RELP) by using GIS software. It was shown that Guizhou rural landscape distribution difference was big, landscape fragmentation was high, agricultural landscape integrity was poor. Besides the fractal dimension of settlement landscape is relatively lower, the others were quite high. Rural landscape plaques distribution was ...


Study on scaling behavior of heterogeneous traffic in modern networks

Shen Mingda International Conference on Networking, International Conference on Systems and International Conference on Mobile Communications and Learning Technologies (ICNICONSMCL'06), 2006

Two regime scaling behaviors has been proved to exist in Most of modern networks, i.e., self-similar scaling over large time scales and multifractality in sub-second small scales, but single multiscaling regime could not be fit in any circumstance, especially as the heterogeneous traffic composition appears more and more sophisticated in modern networks. Scaling behavior should be analyzed to verify the ...


Fractal graphics and image compression on a SIMD processor

S. F. Reddaway; A. Wilson; A. Horn Proceedings., 2nd Symposium on the Frontiers of Massively Parallel Computation, 1988

The algorithms best suited to a single-instruction multiple-data (SIMD) processor array (in particular the AMT DAP510) both for encoding and image generation (decoding) are discussed. The iterated function system (IFS) literature is reviewed from an engineering rather than a mathematical angle. IFS image regeneration theory and performance data are provided. Some alternative machine architecture are discussed


Generation Of Fractal Images And Comparison Of Their PSDs With Several Models

P. K. Williams; D. G. Lubnau; D. F. Elliott Twenty-Second Asilomar Conference on Signals, Systems and Computers, 1988

First Page of the Article ![](/xploreAssets/images/absImages/00754043.png)


Polyphase Matrix Extension for Biorthogonal Multiwavelets with Closed-Form Expressions

Yi-Gang Cen 2009 International Conference on Computational Intelligence and Software Engineering, 2009

Polyphase matrix extension of scaling vectors is a fundamental approach for the construction of compactly supported biorthogonal multiwavelets, but at the expense of high computations. In this paper, a novel approach through factorization of the unimodular matrix over the Laurent polynomial ring is developed so that closed-form solution can be obtained for the construction of compactly supported biorthogonal multiwavelets from ...


More eLearning Resources

IEEE.tv Videos

No IEEE.tv Videos are currently tagged "Fractals"

IEEE-USA E-Books

  • Variations on a Theme

    This chapter contains sections titled: Fractals, From Files to Lines, from Lists to Lists of Lists, Binary Search, Newton's Method, Extended Exercise: Gaussian Elimination

  • Index

    Brimming with top articles from experts in signal processing and biomedical engineering, Time Frequency and Wavelets in Biomedical Signal Processing introduces time-frequency, time-scale, wavelet transform methods, and their applications in biomedical signal processing. This edited volume incorporates the most recent developments in the field to illustrate thoroughly how the use of these time-frequency methods is currently improving the quality of medical diagnosis, including technologies for assessing pulmonary and respiratory conditions, EEGs, hearing aids, MRIs, mammograms, X rays, evoked potential signals analysis, neural networks applications, among other topics. Time Frequency and Wavelets in Biomedical Signal Processing will be of particular interest to signal processing engineers, biomedical engineers, and medical researchers. Topics covered include: Time-frequency analysis methods and biomedical applications Wavelets, wavelet packets, and matching pursuits and biomedical applications Wavelets and medical imaging Wavelets, neural networks, and fractals

  • Appendix C Noise Correlation Matrix

    **Describes the use of the Real Frequency Technique for designing and realizing RF/microwave amplifiers and circuits** This book focuses on the authors' Real Frequency Technique (RFT) and its application to a wide variety of multi-stage microwave amplifiers and active filters, and passive equalizers for radar pulse shaping and antenna return loss applications. The first two chapters review the fundamentals of microwave amplifier design and provide a description of the RFT. Each subsequent chapter introduces a new type of amplifier or circuit design, reviews its design problems, and explains how the RFT can be adapted to solve these problems. The authors take a practical approach by summarizing the design steps and giving numerous examples of amplifier realizations and measured responses. * Provides a complete description of the RFT as it is first used to design multistage lumped amplifiers using a progressive optimization of the equalizers, leading to a small umber of parameters to optimize simultaneously * Presents modifications to the RFT to design trans-impedance microwave amplifiers that are used for photodiodes acting as high impedance current sources * Discusses the methods using the RFT to optimize equalizers made of lossy distributed networks * Covers methods and examples for designing standard linear multi-stage power amplifiers and those using arborescent structures * Describes how to use the RFT to design multi?]stage active filters * Shows the flexibility of the RFT to solve a variety of microwave circuit design problems like the problem of passive equalizer design for Radar receivers * Examines a possible method for the synthesis of microwave antennas using the RFT _Microwave Amplifier and Active Circuit Design Using the Real Frequency Technique _is intended for researchers and RF and microwave engineers but is also suitable for advanced graduate students in circuit esign. Dr. Beneat and Dr. Jarry are members of the editorial board of Wiley's _International Journal of RF and Microwave Computer Aided Engineering_. They have published seven books together, including _Advanced Design Techniques and Realizations of Microwave and RF Filters _(Wiley-IEEE 2008), _Design and Realizations of Miniaturized Fractals RF and Microwave Filters_ (Wiley 2009), _Miniaturized Microwave Fractal Filters--M2F2_ (Wiley 2012), &nbsp_place_holder;and _RF and Microwave Electromagnetism_ (Wiley-ISTE 2014).

  • Editor's Biography

    Brimming with top articles from experts in signal processing and biomedical engineering, Time Frequency and Wavelets in Biomedical Signal Processing introduces time-frequency, time-scale, wavelet transform methods, and their applications in biomedical signal processing. This edited volume incorporates the most recent developments in the field to illustrate thoroughly how the use of these time-frequency methods is currently improving the quality of medical diagnosis, including technologies for assessing pulmonary and respiratory conditions, EEGs, hearing aids, MRIs, mammograms, X rays, evoked potential signals analysis, neural networks applications, among other topics. Time Frequency and Wavelets in Biomedical Signal Processing will be of particular interest to signal processing engineers, biomedical engineers, and medical researchers. Topics covered include: Time-frequency analysis methods and biomedical applications Wavelets, wavelet packets, and matching pursuits and biomedical applications Wavelets and medical imaging Wavelets, neural networks, and fractals

  • FractalShaped Antennas

    This chapter contains sections titled: Introduction Fractals, Antennas, and Fractal Antennas Multifrequency Fractal-Shaped Antennas Small Fractal Antennas This chapter contains sections titled: References

  • Appendix D Network Synthesis Using the Transfer Matrix

    **Describes the use of the Real Frequency Technique for designing and realizing RF/microwave amplifiers and circuits** This book focuses on the authors' Real Frequency Technique (RFT) and its application to a wide variety of multi-stage microwave amplifiers and active filters, and passive equalizers for radar pulse shaping and antenna return loss applications. The first two chapters review the fundamentals of microwave amplifier design and provide a description of the RFT. Each subsequent chapter introduces a new type of amplifier or circuit design, reviews its design problems, and explains how the RFT can be adapted to solve these problems. The authors take a practical approach by summarizing the design steps and giving numerous examples of amplifier realizations and measured responses. * Provides a complete description of the RFT as it is first used to design multistage lumped amplifiers using a progressive optimization of the equalizers, leading to a small umber of parameters to optimize simultaneously * Presents modifications to the RFT to design trans-impedance microwave amplifiers that are used for photodiodes acting as high impedance current sources * Discusses the methods using the RFT to optimize equalizers made of lossy distributed networks * Covers methods and examples for designing standard linear multi-stage power amplifiers and those using arborescent structures * Describes how to use the RFT to design multi?]stage active filters * Shows the flexibility of the RFT to solve a variety of microwave circuit design problems like the problem of passive equalizer design for Radar receivers * Examines a possible method for the synthesis of microwave antennas using the RFT _Microwave Amplifier and Active Circuit Design Using the Real Frequency Technique _is intended for researchers and RF and microwave engineers but is also suitable for advanced graduate students in circuit esign. Dr. Beneat and Dr. Jarry are members of the editorial board of Wiley's _International Journal of RF and Microwave Computer Aided Engineering_. They have published seven books together, including _Advanced Design Techniques and Realizations of Microwave and RF Filters _(Wiley-IEEE 2008), _Design and Realizations of Miniaturized Fractals RF and Microwave Filters_ (Wiley 2009), _Miniaturized Microwave Fractal Filters--M2F2_ (Wiley 2012), &nbsp_place_holder;and _RF and Microwave Electromagnetism_ (Wiley-ISTE 2014).

  • The Theory and Design of Fractal Antenna Arrays

    One of the most fruitful areas of fractal electrodynamics research to date concerns the application of fractal geometry to antenna engineering. In this chapter we provide a comprehensive overview of recent developments in the field of fractal antenna engineering, with particular emphasis placed on the theory and design of fractal arrays. Several important properties of fractal arrays will be presented and discussed in this chapter. These include the frequency-independent multiband characteristics of fractal arrays, schemes for realizing low sidelobe designs, systematic approaches to thinning, and the ability to develop rapid beamforming algorithms by exploiting the recursive nature of fractals.

  • Index

    **Describes the use of the Real Frequency Technique for designing and realizing RF/microwave amplifiers and circuits** This book focuses on the authors' Real Frequency Technique (RFT) and its application to a wide variety of multi-stage microwave amplifiers and active filters, and passive equalizers for radar pulse shaping and antenna return loss applications. The first two chapters review the fundamentals of microwave amplifier design and provide a description of the RFT. Each subsequent chapter introduces a new type of amplifier or circuit design, reviews its design problems, and explains how the RFT can be adapted to solve these problems. The authors take a practical approach by summarizing the design steps and giving numerous examples of amplifier realizations and measured responses. * Provides a complete description of the RFT as it is first used to design multistage lumped amplifiers using a progressive optimization of the equalizers, leading to a small umber of parameters to optimize simultaneously * Presents modifications to the RFT to design trans-impedance microwave amplifiers that are used for photodiodes acting as high impedance current sources * Discusses the methods using the RFT to optimize equalizers made of lossy distributed networks * Covers methods and examples for designing standard linear multi-stage power amplifiers and those using arborescent structures * Describes how to use the RFT to design multi?]stage active filters * Shows the flexibility of the RFT to solve a variety of microwave circuit design problems like the problem of passive equalizer design for Radar receivers * Examines a possible method for the synthesis of microwave antennas using the RFT _Microwave Amplifier and Active Circuit Design Using the Real Frequency Technique _is intended for researchers and RF and microwave engineers but is also suitable for advanced graduate students in circuit esign. Dr. Beneat and Dr. Jarry are members of the editorial board of Wiley's _International Journal of RF and Microwave Computer Aided Engineering_. They have published seven books together, including _Advanced Design Techniques and Realizations of Microwave and RF Filters _(Wiley-IEEE 2008), _Design and Realizations of Miniaturized Fractals RF and Microwave Filters_ (Wiley 2009), _Miniaturized Microwave Fractal Filters--M2F2_ (Wiley 2012), &nbsp_place_holder;and _RF and Microwave Electromagnetism_ (Wiley-ISTE 2014).

  • Wavelets, Neural Networks, and Fractals

    Brimming with top articles from experts in signal processing and biomedical engineering, Time Frequency and Wavelets in Biomedical Signal Processing introduces time-frequency, time-scale, wavelet transform methods, and their applications in biomedical signal processing. This edited volume incorporates the most recent developments in the field to illustrate thoroughly how the use of these time-frequency methods is currently improving the quality of medical diagnosis, including technologies for assessing pulmonary and respiratory conditions, EEGs, hearing aids, MRIs, mammograms, X rays, evoked potential signals analysis, neural networks applications, among other topics. Time Frequency and Wavelets in Biomedical Signal Processing will be of particular interest to signal processing engineers, biomedical engineers, and medical researchers. Topics covered include: Time-frequency analysis methods and biomedical applications Wavelets, wavelet packets, and matching pursuits and biomedical applications Wavelets and medical imaging Wavelets, neural networks, and fractals

  • Fractals in Signal Processing

    This part contains sections titled: Introduction Fractals and chaos Modelling real world objects with fractals Conclusion This part contains sections titled: References



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