101. Personal Nonlinear Portal » General PHYSICAL REVIEW LETTERS—7.218; PHYSICAL REVIEW E—2.352; chaos—1.942 general (25);Online resource (19); Bifurcation problem (21); Neural dynamics (46) http://ma-yue.net/study/cat/general/

@import url( http://ma-yue.net/study/wp-content/themes/Conestogastreet/style.css ); a collection of my study and research Impact factor 2004 [ FILED UNDER: General , ON 2005/07/21 ] The Journal Citation Report of 2004 has been released. Impact factor of several related journals are as follows. PHYSICAL REVIEW LETTERS PHYSICAL REVIEW E CHAOS J. of ... NONLINEARITY IEEE T . on CIRCUITS SYSTEMS PART I IEEE T . on CIRCUITS SYSTEMS PART II NONLINEAR DYNAMICS IEICE T . on FUNDAMENTALS S. Banerjee visits our group [ FILED UNDER: General , ON 2005/07/08 ] Prof. S. Bnaerjee did great research on switching dynamical system. A presentation about his study has been given this afternoon. There are 5 photos here, feel free to download them. Size 1024*768 is available. Not-so-deep impact [ FILED UNDER: General , ON 2005/06/24 ] Nature . Full-text is as follows. Not-so-deep impact Nature 435, 1003-1004 (23 June 2005) Research assessment rests too heavily on the inflated status of the impact factor. Institute for Scientific Information (ISI) Attempts to quantify the quality of science are always fraught with difficulty, and the journal impact factors are among the few numbers to persist. The result is an overemphasis of what is really a limited metric. To obtain the latest impact factors, which were released last week, the

102. J. M. González Miranda. Research: Chaotic Oscillators, Chaos Synchronization, C MAIN FIELD Deterministic chaos (1995present) The fundamental physicsoriented research, will be based on the development of a basic principle which http://www.ffn.ub.es/~jgm/E_Research.html

Home Data Research Teaching Books Link s Jesús González Miranda, research. MAIN FIELD: Deterministic Chaos (1995-present): SUBFIELDS: Coupled and Driven Chaotic Oscillators Synchronization an Control of Chaos. Chaotic Phenomena in the Life Sciences T he dynamic behavior of two, or more, chaotic oscillators mutually or uni directionally coupled, has been object of major attention to the scientific community devoted to the study of dynamical systems and chaos since the last fifteen years. The discovery of several forms of synchronization of chaos as a result of the coupling is among the most relevant results obtained. At present, this line of research bifurcates in two new lines, both of great interest. One, of fundamental physics, deals with the construction of a unifying theory for the several types of synchronization observed; while, the other, of applied nature is aimed to find, identify and characterize phenomena of chaotic synchronization in Nature. The present project is aimed to contribute to the development of dynamical systems and chaos along these two lines. The

103. TCM Research In Quantum Chaos Universalities From Weak Localisation to Quantum chaos A review of theresearch field from the perspective of the field theory approach can be found in http://www.tcm.phy.cam.ac.uk/~bds10/research.html

Current Research Interests Universalities: From Weak Localisation to Quantum Chaos Dr Austen Lamacraft, Robert Moir, Professor Alexander Altland [1] Tail States in a Superconductor with Magnetic Impurities, A Lamacraft and B D Simons, Phys. Rev. Lett. (Gzipped Postscript) [2] Theories of Mesoscopic Physics, B D Simons and A Altland, a five lecture course to be published in the proceedings of the CRM Summer School entitled ``Theoretical Physics at the End of the XXth Century'', Banff (CRM Series in Mathematical Physics, Springer, 2000). (Gzipped Postscript) Department of Physics, Princeton University Institut fur Theoretische Physic, Universitat zu Koln Glass-like Phenomena Near a Quantum Critical Point in Disordered Environments Dr Austen Lamacraft, Mesoscopic fluctuations of the pairing susceptibility can significantly influence the nature of the transition to superconductivity close to the upper critical field. Similarly, fluctuations of the spin susceptibility can strongly affect the transition to the bulk ordered state in an itinerant Stoner ferromagnet. In the superconductor, fluctuations of the susceptibility are characterised by spatial correlations which decay as a power-law corresponding to the dimensionality of the system. Such behaviour places the disordered structure in a critical regime where the transition to superconductivity proceeds via the formation of a glass-like phase. We explore the nature and integrity of the superconducting phase and assess the degree to which similar glass-like phenomena appear in other physical contexts.

104. Postdoctoral And Research Fellows NOTE From September 2001 I will be at the physics Department of the Universityof Oregon Quantum Ratchets My own research on ratchets is concerned with http://www.phys.unsw.edu.au/STAFF/RESEARCH/linke.html

Postdoctoral and Research Fellows Heiner Linke MSc TU Munich (Germany) PhD Lund University (Sweden) ARC Postdoctoral Fellow NOTE: From September 2001 I will be at the Physics Department of the University of Oregon , Eugene, USA. Department Condensed Matter Physics Selected publications Contact details Popular reviews of my research Research Interests Quantum ratchets based on semiconductor nanostructures. Physics of motor proteins in biological systems. Classical and quantum effects in electron billiards. 1. Quantum Ratchets and Molecular Motors What is a ratchet? Ratchets are devices that can make particles flow in one direction without any macroscopic forces. The "flashing ratchet" shown below is an example for how this can work. Some molecular motors in biological systems are also thought to make use of ratchet effects. In general, one means by a 'ratchet' any sort of asymmetric potential. A flashing ratchet: The random diffusion when the potential is off (t = 0.5) is converted into net motion to the left when the ratchet is switched on. A discussion of this Brownian motor, and a nice on-line simulation can be found at

105. Computational Mechanics Research Communications JP Crutchfield, chaos and Complexity, in Handbook of Metaphysics and K.Young, The Grammar and Statistical Mechanics of Complex Physical Systems, http://www.santafe.edu/projects/CompMech/papers/CompMechCommun.html

Computational Mechanics Publications Contents General Spatially-Extended Systems Stochastic Computation Earlier Related Work Click on title for title page and file transfer information. General (return to Contents J. P. Crutchfield and K. Young, Inferring Statistical Complexity , Physical Review Letters J. P. Crutchfield and K. Young, Computation at the Onset of Chaos , in Entropy, Complexity, and Physics of Information , W. Zurek, editor, SFI Studies in the Sciences of Complexity, VIII , Addison-Wesley, Reading, Massachusetts (1990) 223-269. J. P. Crutchfield, Inferring the Dynamic, Quantifying Physical Complexity , in Measures of Complexity and Chaos , A. M. Albano, N. B. Abraham, P. E. Rapp, and A. Passamante, editors, Plenum Press, New York (1989) 327. J. P. Crutchfield, Information and Its Metric , in Nonlinear Structures in Physical Systems Pattern Formation, Chaos, and Waves , L. Lam and H. C. Morris, editors, Springer-Verlag, Berlin (1990) 119-130. J. P. Crutchfield, Chaos and Complexity , in Handbook of Metaphysics and Ontology J. P. Crutchfield

106. Physical Limits Of Computing Longterm impact of general relativity; chaos and analog computation Part Ia / Week 1 Moore s Law, and some basic physical limits. http://www.cise.ufl.edu/~mpf/course.html

CIS 4930.1194X / 6930.1078X, Spr. '00 Physical Limits of Computing http://www.cise.ufl.edu/~mpf/physlim.html Announcements Basic course info Course Description Course Format ... Syllabus for ABET Note: A new and updated version of all of this course material (for the Spring 2002 semester) is in progress at http://www.cise.ufl.edu/~mpf/physlim Announcements Course Info: MWF 9th period (4:05 - 4:55 pm), CSE E221. Instructor: Dr. Michael P. Frank . Office: CSE E442. Email: mpf@cise.ufl.edu . Office phone: 392-6888. Office hours: M7,T8,R9. Additional time can be scheduled upon request. Course Description This will be a survey course of a current research area that is becoming increasingly important as computer technology becomes ever faster and denser: the study of the fundamental limits affecting how efficiently computers can possibly operate within the known laws of physics. Computing pioneer and visionary Ed Fredkin (formerly of MIT) has argued, from core principles of fundamental physics, that Moore's Law (which forecasts ever-increasing computer power over time) must come to a halt (or at least slow down) sometime in the coming millenium.

107. The Math Forum - Math Library - Chaos The chaos research Group is an interdisciplinary team of faculty, Generalbackground material on the field of Cybernetics and Systems Science (also http://mathforum.org/library/topics/chaos/

Browse and Search the Library Home Math Topics Dynamical Systems : Chaos Library Home Search Full Table of Contents Suggest a Link ... Library Help Selected Sites (see also All Sites in this category Chaos and Fractals - ThinkQuest 1996 Chaos is an advanced field of mathematics that involves the study of dynamical systems or systems in motion. Chaos Theory consists of the mathematical proofs and theories that attempt to describe processes in motion. Think of any mathematical system that changes over time, such as the weather, the stock market, or the genetic distribution of a population. Tour of Chaos: Basic Concepts (Iteration, Orbits, Attraction and Repulsion, Graphical Analysis, Bifurcations); Examples (Cantor Set, Sierpenski Triangle, Mandelbrot Set, Julia Set); Java Applets Involving Chaos (Mandelbrot/Julia Set Explorer, Mandelbrot Escape Sequences). more>> random.org - Mads Haahr Generate random numbers on the Internet by using a web form (comparable to throwing dice), randomized sequences (lottery tickets), raw random bytes, virtual coin flips, or bitmaps. All numbers are tested statistically and the results available in real-time. Read the introduction to randomness, random numbers, and how random.org generates random numbers. Source code available. more>> Topical Index of Internet Resources (The Chaos Hypertextbook) - Glenn Elert An extensive list of links to sites related to Elert's Chaos Hypertextbook.

108. Social Research Update 18: Complexity Theory And Social Research Social research Update is published quarterly by the Department of Sociology, The application of methods derived from chaos studies in the physical http://www.soc.surrey.ac.uk/sru/SRU18.html

Issue 18 Autumn 1997 Social Research Update is published quarterly by the Department of Sociology, University of Surrey, Guildford GU2 7XH, England. Subscriptions for the hardcopy version are free to researchers with addresses in the UK. Apply by email to sru@soc.surrey.ac.uk Complexity Theory and Social Research David Byrne David Byrne is Senior Lecturer in Social Policy at the University of Durham. He has a long standing interest in the use of measurement as a way of describing social change and is currently completing a book on Complexity and Social Theory for Routledge. The inherently evolutionary and historical nature of complex systems is described. The application of methods derived from chaos studies in the physical sciences is assessed. Traditional techniques of numerical taxonomy and quantitative modelling are considered as tools for describing the evolutionary behaviour of complex social systems over time. The use of qualitative data analysis as a tool for examining complex systems is considered. Trisoglio defines complexity as ... not a single discipline, but a process that represents the sharing of ideas, methods and experiences across a number of fields. (1995:1).

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