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128 results on '"Volos, Christos"'

8. Nonlinear Phenomena and Chaos in a Tumor Growth Model

Author

Sourailidis, Dionysios, Volos, Christos, Moysis, Lazaros, Stouboulos, Ioannis, Lacarbonara, Walter, Series Editor, Balachandran, Balakumar, editor, Leamy, Michael J., editor, Ma, Jun, editor, Tenreiro Machado, J. A., editor, and Stepan, Gabor, editor

Published
2022
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9. Hidden Attractors in a Dynamical System with a Sine Function

Author

Volos, Christos, Maaita, Jamal-Odysseas, Pham, Viet-Thanh, Jafari, Sajad, Zelinka, Ivan, Series Editor, Adamatzky, Andrew, Series Editor, Chen, Guanrong, Series Editor, Abraham, Ajith, Editorial Board Member, Lucia, Ana, Editorial Board Member, Burguillo, Juan C., Editorial Board Member, Čelikovský, Sergej, Editorial Board Member, Chadli, Mohammed, Editorial Board Member, Corchado, Emilio, Editorial Board Member, Davendra, Donald, Editorial Board Member, Ilachinski, Andrew, Editorial Board Member, Lampinen, Jouni, Editorial Board Member, Middendorf, Martin, Editorial Board Member, Ott, Edward, Editorial Board Member, Pan, Linqiang, Editorial Board Member, Păun, Gheorghe, Editorial Board Member, Richter, Hendrik, Editorial Board Member, Rodriguez-Aguilar, Juan A., Editorial Board Member, Rössler, Otto, Editorial Board Member, Snasel, Vaclav, Editorial Board Member, Vondrák, Ivo, Editorial Board Member, Zenil, Hector, Editorial Board Member, Wang, Xiong, editor, and Kuznetsov, Nikolay V., editor

Published
2021
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13. Circuitry Realization

Author

Pham, Viet-Thanh, Volos, Christos, Kapitaniak, Tomasz, Kacprzyk, Janusz, Series editor, Pham, Viet-Thanh, Volos, Christos, and Kapitaniak, Tomasz

Published
2017
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15. Systems Without Equilibrium

Author

Pham, Viet-Thanh, Volos, Christos, Kapitaniak, Tomasz, Kacprzyk, Janusz, Series editor, Pham, Viet-Thanh, Volos, Christos, and Kapitaniak, Tomasz

Published
2017
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18. Introduction

Author

Pham, Viet-Thanh, Volos, Christos, Kapitaniak, Tomasz, Kacprzyk, Janusz, Series editor, Pham, Viet-Thanh, Volos, Christos, and Kapitaniak, Tomasz

Published
2017
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35. Nonlinear Systems: Design, Applications and Analysis

Author

Volos, Christos and Volos, Christos

Subjects
Nonlinear systems, Differential equations, Nonlinear
Abstract

A nonlinear system is a set of nonlinear equations, which may be algebraic, ordinary differential, partial differential, fractional, integral or a combination of these. Especially, nowadays, the term “dynamical system” is used as a synonym of nonlinear systems where the nonlinear equations represent the evolution of a solution over time. So, the notion of dynamical systems arose following the name of equations governing the motion of a system of particles, even though the nonlinear system may have no application to mechanics. Also, from an engineering point of view a nonlinear system may be represented with a feedback loop in which the output of an element is not proportional to its input. Over the last few decades, nonlinear systems have been used to describe a great variety of phenomena, in social and life sciences as well as in physical sciences and engineering. The theory of nonlinear systems has applications to problems of population growth, economics, chemical reactions, celestial mechanics, physiology of nerves, onset of turbulence, regulation of heartbeats, electronic circuits, cryptography, secure communications and many others. Nonlinear dynamical systems, which present chaotic behavior, are of great importance due to their applications in science and engineering. Chaotic systems are nonlinear dynamical systems and maps that are highly sensitive to initial conditions. The sensitivity of initial conditions is usually called the butterfly effect for dynamical systems and maps. So, nowadays the design and analysis of nonlinear systems and especially chaotic systems has gained the interest of the research community due to the fact that many phenomena on financial, physical, biological, chemical, mechanical and engineering systems can be modeled and studied through the perspective of nonlinear dynamics. These nonlinear systems can be modeled by discrete-time or continuous-time mathematical models. This book aims to bridge the gap between the design/analysis and applications, which are the two research stages on the progress of nonlinear systems and also which open up some new directions of real applications, where chaos can be put up to technological use, including secure communication systems, electronic circuits'design, memristors and radar. This book can serve as an updated and handy reference for university professors, graduate students, laboratory researchers as well as physicists and applied mathematicians who are interested in studying the chaos and its applications through the field of nonlinear systems.

Published
2017

36. New Research Trends in Nonlinear Circuits : Design, Chaotic Phenomena and Applications

Author

Volos, Christos, Stouboulos, Ioannis, Kyprianidis, Ioannis, Volos, Christos, Stouboulos, Ioannis, and Kyprianidis, Ioannis

Subjects
Electric circuits, Nonlinear
Abstract

Nowadays, circuits, both linear and nonlinear, still remain the core components of most electronic devices and systems. As these systems, such as mechatronics, communications, cryptosystems and industrial electronics become more and more sophisticated, better functionality and reliability of these technologies require more intriguing use of nonlinear circuits. For this reason, the research in the topic of nonlinear circuits has already passed from the stage of using them as a tool for analog simulation of nonlinear dynamical systems to the stage of using them as the basic component in the aforementioned systems. It is a fact that the observation of chaotic phenomena in nonlinear circuits was and still remains one of the major motivations for studying the nonlinear circuit theory. In the previous two decades, a number of workshops and conferences, journal issues, research monographs and books, were focused on analysis and studying chaotic phenomena in various nonlinear circuits. Also, nonlinear circuits were a field in which many chaotic phenomena have been observed for the first time. However, the nonlinear circuits have now passed from the traditional trend of studying and understanding chaos in a new research direction in the field of applied chaos technology. So, there is an increasing interest not only in the traditional chaos generation and analysis via circuitry but also in the new consideration of utilizing chaos in real physical systems. As a result, electronic engineers are really giving to chaos more and more attention and they use nonlinear circuits in an increasing number of engineering applications. This book aims to bridge the gap between these two research stages on the progress of nonlinear circuits and also open up some new directions of real applications where chaos can be put up to technological use, including secure communication systems, radio frequency operating circuits'design, memristors and cryptography. Finally, this book can serve as an updated and handy reference for university professors, graduate students, laboratory researchers as well as physicists and applied mathematicians who are interested in studying the chaos and its applications through the field of nonlinear circuits.

Published
2014

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