61. General Mathematical Links general chaos References; Patterns of chaos; European Geophysical Society; Journalof Bifurcation and chaos (IJBC); and Physical Sciences research Council; Economic http://www.maths.ox.ac.uk/~mcsharry/maths.html

Nonlinear sites Nonlinear Science e-Print Archive Santa Fe Institute UK NONLINEAR NEWS Nonlinear Dynamics and Topological Time Series Analysis Archive ... Strogatz's Nonlinear dynamics and chaos: Lab demonstrations Chaos home pages David Broomhead's Home Page Jim Crutchfield's Research Communications Blake Le Baron's home page Mark Muldoon's Home Page ... Erik M Bollt Weather prediction home pages Joes Manuel Gutierrez's Home Page Economists Mike Clements Energy forecasting Anne Ku Energy articles Forecasters Scott Armstrong Forecasters in Psychology Clare Harries Bayesians Steve Roberts Tom Minka Adrian E Raftery Kevin Murphy (Bayes and HMM matlab software) ... Gatsby Computational Neuroscience Unit Journals Biomedical Journals Impact factors Impact factors Societies IEEE Engineering in Medicine and Biology Society Biomedical BiomedCentral EEG analysis Home pages Francisco Varela's Home Page University of Florida Epilepsy Research Rodrigo Quian Quiroga ECG analysis Home Pages SPANNER (Robots) PHYSIONET H Eugene Stanley's group Home Page Biomedical Signal Processing Laboratory, Portland, Oregon ... Conor Heneghan (UCD) DNA analysis Olaf Wolkenhauer, UMIST

62. Jules Henri Poincaré [Internet Encyclopedia Of Philosophy] also was the first person to study the general geometric properties chaos and theSolar System. scientific prize for his research; and his research in celestial http://www.utm.edu/research/iep/p/poincare.htm

Jules Henri Poincaré (1854-1912) Jules Henri Poincaré was a mathematician, physicist, and philosopher of science. He is best known to philosophers for his forceful development of the philosophical doctrine of conventionalism. Table of Contents (Clicking on the links below will take you to that part of this article) Life Chaos and the Solar System Arithmetic, Intuition and Logic Conventionalism and the Philosophy of Geometry. ... Bibliography Life Poincaré was born on April 29,1854 in Nancy and died on July 17, 1912 in Paris. Poincaré's family was influential. His cousin Raymond was the President and the Prime Minister of France, and his father Leon was a professor of medicine at the University of Nancy. His sister Aline married the spiritualist philosopher Emile Boutroux. Poincaré studied mining engineering, mathematics and physics in Paris. Beginning in 1881, he taught at the University of Paris. There he held the chairs of Physical and Experimental Mechanics, Mathematical Physics and Theory of Probability, and Celestial Mechanics and Astronomy. Poincaré sketched a preliminary version of the special theory of relativity and stated that the velocity of light is a limit velocity and that mass depends on speed. He formulated the principle of relativity, according to which no mechanical or electromagnetic experiment can discriminate between a state of uniform motion and a state of rest, and he derived the Lorentz transformation. His fundamental theorem that every isolated mechanical system returns after a finite time [the Poincaré Recurrence Time] to its initial state is the source of many philosophical and scientific analyses on entropy. Finally, he clearly understood how radical is quantum theory's departure from classical physics.

63. Roger W. Rollins -- Home Page The Materials research Society; The Acoustical Society of America; AAAS The AmericanAssociation chaos and Nonlinear Systems general reference list http://plato.phy.ohiou.edu/~rollinsr/rollins.html

Roger Rollins Professor Emeritus of Physics and Astronomy Ohio University Condensed Matter Physics Nonlinear Dynamics and Chaos, Controlling Chaos Using Computers in Physics Education E-Mail: rollins@ohiou.edu US Mail: Dept. of Physics and Astronomy Ohio University Athens, OH 45701 Phone: Voice: 740-593-1728 (Physics Office) Message: 740-593-1718 (Physics Dept. Secretary) Fax: 740-593-0433 (Physics Dept.) Voice: 740-593-8767 (Home) "It is with logic that one proves; it is with intuition that one invents." in Mathematical definitions in education Physics courses and their associated web pages: Graduate Course in Classical Mechanics (Phys 605). Areas of Specialization and Research: Nonlinear Dynamics and Chaos. Condensed Matter Physics. Using Computers in Physics Instruction. Selected Publications Full Vita (HTML) Full Vita (.pdf Format) Physics e-Print archives: Nonlinear Science: nlin-sys Trieste (Italy) Archives: babbage.sissa.it One-Shot World-Wide Preprints Search Int. Ctr. for Theoretical Phys., Trieste, Italy Interesting links: Athens weather forcast.

64. Chaos At Maryland Since the mid1970s, the chaos Group at Maryland has done extensive research in variousareas of general References - Introductory Readings on chaos. http://www-chaos.umd.edu/oldchaos.html

Chaos at Maryland The scientist does not study nature because it is useful; he studies it because he delights in it, and he delights in it because it is beautiful. If nature were not beautiful, it would not be worth knowing, and if nature were not worth know ing, life would not be worth living. Congratulations! The Maryland Chaos Group has been ranked #1 (tied with the University of Texas, Austin) in the country by U.S. News! Washington Area Chaos Group photo! This October 15, 1998 photo of the Washington Area Chaos Group includes scientists, faculty, visitors, and graduate students from George Mason University, Howard University, The Naval Academy, Naval Research Laboratory, Naval Surface Warfare Center, University of Delaware, University of Maryland, including mathematicians, physicists, engineers, and biologists. The occasion of the photo? we sent out an email announcement that a chaos group photo would be taken after the seminar. A list of the people on the photo is available Welcome to the Chaos Group at the University of Maryland at College Park!

65. Resources / GROUP 7 - Science (general) And Physical Sciences Sprott books publications, chaos complex Physical Society (APS) (US), ResearchJournals authors Electronic journals in physics - general, nuclear physics http://www.btinternet.com/~iberry/html/sc.htm

Resources GROUP 7 - Science (general) and Physical Sciences .... for teaching, learning, course preparation and research iberry.com Main Menu Courseware Directory HE News ... Contact iberry.com Group 7: Science (general) Chemistry Physics International Courseware Directory Prime Sites, Associations, Journals and Courseware Directory are classified within each section. Submit a new link for Group 7 See Also: Maths and Computer Science Engineering and Technology Resources (general) Research (general) ... Home Abbreviations etc. HE - Higher Education, J - Journal, U - University, Universities Country abbreviations as internet URL codes (e.g. IT, US, UK). Use of this website is free but your support and expertise is needed in providing comments and suggestions. Please contact us. Main Menu EDUCATION General Higher Associations, Consortia, Networks (general) ... Women RESOURCES AND COURSEWARE General Sites: Education and research portals, directories, journals etc Exam Questions (multi-subject sites) Subject-specific Sites: GROUP 1: Health and Life Sciences Resources Courseware GROUP 2: Arts, Humanities

66. BGU Physics Department Homepage general Information and Links. conducts active experimental and theoretical researchprograms in physics, Nonlinear physics, Quantum chaos, Nonlinear Optics and http://www.bgu.ac.il/physics/phys_general.html

BGU Physics Department General Information and Links Department of Physics Ben-Gurion University Beer-Sheva 84105, Israel Tel: +972-8-6461567 Fax: +972-8-6472904 E-mail: physics@bgu.ac.il http://www.bgu.ac.il/physics Chair: Prof. Gad Gorodetsky Map and directions BGU links and services Links to Israeli physics sites Links to world-wide physics sites Department Overview The Physics Department conducts active experimental and theoretical research programs in many cutting edge areas of current interest. These include projects in Elementary Particles and Fields, Astrophysics and Gravitation, Condensed Matter and Mesoscopic Physics, Physics of nanostructures and Surface Physics, Nonlinear Physics, Quantum Chaos, Nonlinear Optics and Lasers, Quantum Optics, Atomic and Molecular Spectroscopy, Radiation Physics, Biophysics and Medical Physics. There are currently over thirty senior staff members aided by ten post-doctoral fellows, several visiting scientists and, as well, over twenty research fellows. Many of the latter also conduct independent research and have been awarded research grants from highly competitive agencies. An additional three staff members are jointly affiliated with the Department of Energy and Environmental Physics situated in the Jacob Blaustein Institute for Desert Research at the Sde Boker campus. Our Physics Department is responsible for the teaching of Physics to all the units of the University and full programs of study are offered leading to the B.Sc., M.Sc. and Ph.D. Degrees in Physics. Many of the Physics staff carry out collaborative research in both experimental and theoretical areas in leading research centers in Europe and the U.S.A. The undergraduate program is highly diversified, offering joint "study tracks" combining Physics with other disciplines such as Computer Science, Electro-Optics, Materials Engineering and Electrical Engineering.

67. MSc In Physics General MSc in physics general. Interdisciplinary Applications of Synergetics; Theory ofChaos; Traffic Theory. Areas of research and Study in the Department of physics. http://www.msc.physics.uni-stuttgart.de/general.html

MSc in Physics: General Contents The MSc Programme in Physics Curriculum Selected Elective Lectures Areas of Research and Study in the Department of Physics ... The City of Stuttgart: Cultural and Industrial Activities The MSc Programme in Physics Physics is concerned with problems that range from minute particles to the universe as a whole. Quantitative methods are used to analyse the apparent complexity of the system in which we live. For this reason, the methods and results from this science are often applied to other fields such as Chemistry, Biology or Engineering. Graduates of the MSc in Physics will have experienced a balanced but diverse period of postgraduate studies and will be qualified to find employment in a wide range of professions. Physics graduates do not only find employment in universities or research laboratories but will frequently be found in computer companies, management consultants or in the field of telecommunications. The MSc in Physics at the University of Stuttgart is taught entirely in English and takes two years (four semesters) including a one-year thesis. Upon completion of this programme you will be awarded a degree which is equivalent to the German degree of "Diplomphysiker" and a qualified graduate of this programme will be entitled to continue to study towards a doctoral degree in Physics at a German university without having to fulfil additional academic requirements. International students are offered a six-week intensive Intercultural Training programme which has a strong German component. This, together with the "Welcoming Service" of the University of Stuttgart, will provide you with the help you need when making your first steps towards starting your studies and feeling at home in a new environment.

68. Index1 Recent research results general analytic solution for nonconvex/nonsmooth variationalproblems and large Hamilton systems ;; dual feedback control against chaos; http://www.math.vt.edu/people/gao/research/

Research Center: RESEARCH AREAS Dr. Gao studies mathematical modeling, methods and theories of duality triality, as well as some of closely related concepts (such as complementarity polarity, symmetry and symmetry breaking , etc.) in natural science, aesthetics music and philosophy , with applications to general systems, including nonconvex/nonsmooth and nonconservative variational analysis, nonlinear PDEs, global optimization and control, differential geometry, finite deformation field theory, theoretical physics engineering mechanics , and to scientific computations. His work on duality theory in convex systems emphasizes how it relates to a unified framework in mathematical physics with symmetry; while the work on triality in non-convex systems aims to understand symmetry breaking, to reveal the intrinsic duality, and to discover the general pattern of natural phenomena. Dr. Gao was trained as an engineer (BS in material science, MA in aerospace engineering and Ph.D. in Engineering Mechancis and Applied Mathematics). His research interests range over the following fields: Applied Mathematics Nonconvex and nonsmooth Analysis Variational Methods and Variational Inequality Nonconservative Hamilton Systems and Nonconvex Dynamics Optimization and Scientific Computation Global Optimization and Control,

69. The Nucleus launched by consultant and Senior research Associate Dr Author Eastman, Timothy E.Main Level general Public. chaos is an interdisciplinary science founded on http://www.compadre.org/student/search/search.cfm?gs=227&b=1

70. Applied Research Projects Mathematical Physics top. Graph theory, combinatorics and `quantum chaos Dr G Tanner and Dr SC Creagh. Thegeneral area of interest in this research programme is time and its http://www.maths.nottingham.ac.uk/research/Mproj.html

Research areas in the Division of Applied Mathematics Mathematical Physics Bifurcate Killing Horizon Dr J M T Louko Dynamics near the triple collision in 3-body Coulomb problems - Dr G Tanner Graph theory, combinatorics and `quantum chaos' - Dr G Tanner and Dr S C Creagh Muon Catalysed Fusion Professor E A G Armour ... String-theory-motivated study of asymptotically anti-de Sitter black holes and of conformal field theory on their asymptotic boundary Dr J M T Louko Bifurcate Killing Horizon Dr J M T Louko Several approaches to Hawking radiation on nonextremal eternal black hole spacetimes rely in some way or another on the fact that the spacetime has a second exterior region on the 'other' side of a bifurcate Killing horizon. Yet there exist eternal black hole spacetimes that have just one exterior region: This includes the so-called RP geon in four dimensions, and the locally Anti-de Sitter single-exterior black holes of Bengtsson et al in three dimensions. Examining the Hawking effect on such black holes should shed light on the differences between dynamical and eternal black holes and especially on the role and validity of Euclidean methods in black hole thermodynamics. top Dynamics near the triple collision in 3-body Coulomb problems - Dr G Tanner

71. Academic Directories dozens of illustrated profiles of research completed at explanations are suitablefor a general audience. University of Maryland chaos Group The University of http://www.allianceforlifelonglearning.org/er/tree.jsp?c=41091

72. Chaos Theory Properly speaking, chaos is a property of dynamical models In general, it is nomore possible to prove from observation that a real physical system is http://mulhauser.net/research/tutorials/chaos/

Research Front Page Research Details Research Summary Mind Out of Matter Discussion Forum Resources Bibliographies Draft Papers Robots Workshop Related Destinations BTexact Technologies Santa Fe Institute Greg Chaitin's Pages ENTROPY Journal ... Advertising Policy Sections Available: Computability Theory Classical/Halting Recursive Analysis Super-Turing ... Counselling Scientific Research Site Search ( Help Chaos Theory This article specifies a standard formal definition of chaos and comments briefly on the relationship of mathematical chaos to processes within the real physical world. Advertising Policy Definitions Chaos in the Real World Predictability ... Chaos and Computability Definitions Frequently, chaos is defined just as sensitive dependence on initial conditions, but while sensitive dependence is a necessary property of chaotic systems, it is not by itself sufficient. Here I use a standard definition which is due to Devaney (1988) and which can be applied either to continuous systems described typically by differential equations or to iterated mappings. The definition requires topological transitivity and a dense covering Topological transitivity indicates that any given neighbourhood in the phase space of a chaotic system is eventually visited by the trajectory of some point lying in any other given neighbourhood. Consider a system mapping a metric space to itself and choose any two open bounded sets J and K in that space. Then the phase trajectory under that mapping of at least one point

73. Sprott's Books And Publications Automatic Generation of general Quadratic Map Basins (with Clifford A How Common isChaos?, Phys. Multipole and Tokamak research at the University of Wisconsin http://sprott.physics.wisc.edu/pubs.htm

Books and Publications by J. C. Sprott Books Physics Demonstrations University of Wisconsin Press , Madison, expected 2004) Chaos and Time-Series Analysis Oxford University Press , Oxford, 2003) Q172.5 C45 S67, ISBN 0-19-850839-5 (hard cover) 0-19-850840-9 (paperback) Strange Attractors: Creating Patterns in Chaos , New York, 1993) QA614.86 S67, ISBN 1-55851-298-5 (out of print, but the manuscript is available in HTML, PDF, and Microsoft Word format) Numerical Recipes: Routines and Examples in BASIC Cambridge University Press , New York, 1991) QA297 S68, ISBN 0-521-40688-9 Introduction to Modern Electronics , New York, 1981) TK7815 S72, ISBN 0-471-05840-8 (out of print) Selected Major Publications Substance Abuse as a Dynamical Disease: Evidence and Clinical Implications of Nonlinearity in a Time Series of Daily Alcohol Consumption (with K. Warren and R. C. Hawkins), Addictive Behaviors Competition with Evolution in Ecology and Finance , Phys. Lett. A. Precision Measurements of a Simple Chaotic Circuit (with K. Kiers and D. Schmidt), Am. J. Phys. Can a Monkey with a Computer Create Art?

74. Raizen Group: Research Our experimental research program has focused on the study of on manybody effectson quantum chaos in time Fink, we are developing a new and general method to http://www.ph.utexas.edu/~quantopt/research.html

Home Research People Publications ... Resources Research Our experimental research program has focused on the study of the interface between nonlinear dynamics and quantum mechanics, many-body quantum control, quantum transport in optical lattices, quantum reflection from surfaces, and biophysics. The common thread that connects these diverse topics is the universal interaction of light with matter. Our work is multidisciplinary, bridging between AMO physics, condensed matter physics, nonlinear dynamics, and biophysics Quantum Chaos Quantum Transport in Optical Lattices Quantum Reflection of Atoms from Surfaces Controlling Neuron Growth with Light Quantum Chaos back to top This field deals with quantum effects in systems that are classically chaotic. In our experiments with ultra-cold atoms in controlled time-dependent potentials we have observed the predicted quantum suppression of chaos, and its recovery due to decoherence. Recently we have been studying a range of new phenomena including anomalous diffusion, chaos assisted tunneling and optical billiards. Future work will concentrate on many-body effects on quantum chaos in time dependent potentials and in two dimensional billiards made from light. Quantum Transport in Optical Lattices back to top We are studying motion of atoms in optical lattices in a regime dominated by quantum effects. In earlier work we observed tunneling and non-exponential decay in accelerating lattices. We have also studied a range of effects such as the Wannier-Stark ladder, a standard model of condensed matter physics. This work is done in collaboration with Prof. Q. Niu, a condensed matter theorist in the department, and bridges between the two fields. Future work includes quantum transport in optical quasi crystals such as a 2-D Penrose tile where new phenomena are predicted. We have also developed the concept of a "quantum tweezer for atoms" and are pursuing this experimentally. This is one example of many-body quantum control, and would enable deterministic control of single and multiple atoms. It could find important applications in multi-particle interferometry, as well as quantum computing.

75. The Math Forum - Math Library - Chaos the square root of a number, chaos theory, and of Cybernetics and Systems Science(also (general) Systems Theory or Systems research), an academic 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>> Topical Index of Internet Resources (The Chaos Hypertextbook) - Glenn Elert An extensive list of links to sites related to Elert's Chaos Hypertextbook.

76. Research On Fractal Geometry, Chaos And Complexity Theory. general information resources on fractals are also listed here, since Links to chaosresearch (40 Modern Techniques for Understanding and Coping With chaos in N http://metastore.metaculture.net/science/fractal/math.asp

Chaos Research "Liberty means responsibility. That is why most men dread it." -George Bernard Shaw metastore Home Up One Level Home metasearch ... People that Get It metasearch Everything meta Fractal Liberty Business Drugs Skeptic Psych Spirit Search the full contents of every website listed here. Advanced / Help Visit ScanStore.com Paperless Office Systems from Meta Enterprises Research organizations and material concerning fractals, chaos and nonlinear systems analysis. General information resources on fractals are also listed here, since they are by and large written by and for researchers. Links to Chaos Research (40) Related Categories Database Error: Incorrect syntax near the keyword 'or'. Items Analysis of Observed Chaotic Data - Henry D. I. Abarbanel, et al Applications of Fractals and Chaos : The Shape of Things - A.J. Crilly, et al Applied Chaos Theory : A Paradigm for Complexity - Ali Bulent Cambel Bibliography on Chaos (Directions in Chaos, Vol. 5) - Zhang Shu-Yu Celestial Encounters : The Origins of Chaos and Stability - Florin Diacu, Philip Holmes Chance and Chaos (Princeton Science Library) - David Ruelle Chaos : From Theory to Applications - Anastasios A. Tsonis

77. Roskilde Universitetscenter - Department Of Mathematics And Physics Focus on systems admitting chaos. This work has become interrelated with more generalresearch and development and roles of mathematics and physics as subjects http://www.ruc.dk/ruc_en/research/rpdepts/dept2/

About R.U. Studying at R.U. Research Departments ... Research Centres Department of Studies in Mathematics and Physics and their Functions in Education, Research and Applications - research profile The Department is responsible for teaching and research in both Mathematics and Physics and some inter-disciplinary subjects. Research is centred around four topics: structure and dynamics of amorphous solids, mathematical theory of the dynamics and structure of systems, mathematical modelling - analysis, evaluation, applications, and studies in mathematics and physics education. Main Research Areas In developing the research profile it has been strongly emphasised that teaching and research activities should support each other. The research profile is rather broad, including areas of pure science, and applied science, as well as subjects from the science of science, the history of science, and the didactics of mathematics and physics. The research and development activities are centred around four topics. Structure and Dynamics of Amorphous Solids This is a small but rapidly growing part of solid state physics. Traditionally, solid state physics has focused on crystalline solids, but now research on amorphous solids (bulk-glasses, semiconductors and isolators) and soft condensed matter (liquids, polymers, and molecular aggregates) is developing swiftly. In the Department research is concerned with the following:

78. Computational Mechanics Research Communications general (return to Contents Randomness Observed Levels of Entropy Convergence, chaos(2001) submitted Comparison, Journal of Machine Learning research (2002) to 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

79. Research Interests And Projects: Outdated Version My primary research interests can be classified to leading More specifically, I amstudying quantum chaos and its In general, I intend to focus on nonlinear http://www.math.gatech.edu/~mason/research/

Research Interests My primary research interests can be classified to leading order as nonlinear dynamical systems with a focus on applications to the physical sciences. (I am also interested in applications in other areas.) While I was an undergraduate at Caltech , I did some work in geometric mechanics, a specialized area within theoretical mechanics. I am currently working on studying quantum mechanics using a dynamical systems approach. More specifically, I am studying quantum chaos and its applications to problems in chemical physics (such as the vibrations of molecules and nanomechanical devices). In general, I intend to focus on nonlinear dynamical systems and work on applications in many areas. Related to my interest in nonlinear dynamics is a general interest in nonlinear systems. I am interested in the application of nonlinear dynamics to several subjects, although so far I have concentrated on ones in physical chemistry, mechanics, biology, and economics. Essentially, applied dynamical systems is my general field of interest, but I also like many of its different aspects despite my current focus on its mechanical and physical applications. One aspect of this theory that has particularly intrigued me for a while is pattern formation and spatiotemporal chaos. Like quantum chaos, spatiotemporal (space-time) chaos is an underdeveloped area of nonlinear dynamics. It can occur, for example, in the heart (during fibrillation) and in convection. For my thesis, I worked on some problems involving quantum chaos. (Proceed to the bottom of this page or ask me for preprints for more detail.) Loosely speaking, this corresponds to looking at the quantum properties of chaotic systems, although the connection between classical and quantum chaos is actually quite a bit more intricate. For example, there are several different types of quantum chaos. My background is in applied mathematics rather than physics, so I am treating these problems from a mathematical point of view (even though I am using "rigor" closer to the sense used by physicists than that used by mathematicians).

80. Chemistry Teaching Resources - General Science Links at Maryland The ideas of chaos have been for teachers, students, and the generalpublic. awareness and understanding of scientific research and technological http://www.anachem.umu.se/cgi-bin/pointer.exe?GeneralScience

A  B  C  D  E  F  G  H  I  J  K  L  M  N  O  P  Q  R  S  T  U  V  W  X  Y  Z

Page 4     61-80 of 99    Back | 1  | 2  | 3  | 4  | 5  | Next 20