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Synergetics

Annals of Nuclear Energy, 1980
Synergetics is concerned with the cooperation of individual parts of a system that produces macroscopic spatial, temporal, or functional structures. The following article deals with an aspect of synergetics of particular interest: Are there general principles that govern the self-organized production of macroscopic structures irrespective of the nature
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Visions of Synergetics

International Journal of Bifurcation and Chaos, 1997
Synergetics is an interdisciplinary field of research. It deals with open systems that are composed of many individual parts that interact with each other and that can form spatial, temporal, or functional structures by self-organization. The research goal of synergetics is three-fold: (1) Are there general principles of self-organization?
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Synergetic nanowire growth

Nature Nanotechnology, 2007
Interest in nanowires continues to grow because they hold the promise of monolithic integration of high-performance semiconductors with new functionality into existing silicon technology. Most nanowires are grown using vapour-liquid-solid growth, and despite many years of study this growth mechanism remains under lively debate.
Borgström, M.T.   +4 more
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Synergetics: an overview

Reports on Progress in Physics, 1989
As is witnessed by the program of the Italian Society for Systemics, as well as by the program of this congress, systemics deals with complex systems that are practically ubiquitous. Just to mention a few examples: schools, universities, and more generally education, hospitals, and more generally health care, factories, companies, cities, economy. In a
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Synergetic effect enhanced photoelectrocatalysis

Chemical Communications, 2015
We report synergetic effect enhanced photoelectrocatalysis, in which Fe3+ and Br− are used as the acceptors of photogenerated charges on TiO2 nanoparticles.
Jingchun, Jia   +6 more
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Computational synergetics

Physics Today, 1984
Computers, used in what I shall call the “heuristic mode,” can greatly enhance our understanding of the mathematics of nonlinear dynamical processes—a field that is taking on increasing importance as we explore the complex behavior that even simple systems often exhibit. As I shall try to show, computers allow us to penetrate into unexplored regions of
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