81. Computational Physics, TUT In the group of computational physics, we solve quantum mechanical problems of solid matter and develop related computational methods. http://www.ee.tut.fi/fys/compphys/

Computational Physics Institute of Physics Tampere University of Technology P.O. Box 692 , FIN-33101 Tampere, Finland In the group of Computational Physics, we solve quantum mechanical problems of solid matter and develop related computational methods. We produce new relevant knowledge of structures and dynamics of surfaces and of electronic and optical properties of bulk matter: Explaining the physics behind an experimental result. Studying properties of materials that are for example hard to produce experimentally. Solving problems that are impossible to solve analytically. Research: Determination of surface structure and reconstruction of surfaces of e.g. catalytic materials. Knowledge of fundamentals behind the dynamics, absorption and adsorption of molecules on catalytic surfaces. Knowledge of electronic structures of e.g. high-T c superconductors via interpretation of experimental photoemission results using high precision supercell calculations. Concentration and stress dependence of the linear optical properties of semiconductor alloys. Methods Materials Low-energy-electron-diffraction (LEED) Adsorbates on surfaces Stepped surfaces Angle-resolved-photoemission (ARPES) Angle-scanned photoemission (ASPE) Energy distribution curves (EDC) Density-matrix tight-binding (DMTB) Molecular dynamics simulations Scanning tunneling microscopy (STM) images Korringa-Kohn-Rostoker (KKR) Green's function methods: Electronic band structures Linear optical properties Transition metals, O

82. JLab-main Research Project on Objectoriented practice for computational physics and Distributed Computing. Includes jLab,the Java based scientific applet, as the practice sample. http://www.jlab-project.narod.ru/run/main.html

Project About Purpose JLab Operation Principle User Guide (needs Java) Screenshots Other Links Personalities Contacts den-abidov@yandex.ru The Grid computing practice is focused on developing an interesting J2EE/CORBA application named jLab for distributed data processing. JLab analyzes space radiation to detect a signal from extraterrestrial race. Events: November 14,2003: jLab discussed in press. Read... (in Russian). October 2003: jLab announcement. Thanks for your donations ! Name City/Country Donation E-mail Murat Efe Samsun/Turkey Cevit Kemal Izmir/Turkey Petr Paschen Novosibirsk/Russia Donate

83. Physics At Minnesota: Computational Physics School of Physics and Astronomy, University of Minnesota. http://www.physics.umn.edu/undergrad/handbook/computation.html

Information News Grad Undergrad Research Resources Outreach Search this site Home Undergrad Handbook Computation Undergraduate Handbook Introduction Essentials Grad Studies Bachelor of Science Core courses Sample Programs Professional Physics Physics for Biology ... Physics for Teaching Computational Physics Bachelor of Arts Physics Major Physics Minor printer friendly version Log in ... Help Computational Physics Description Students who are interested in the practical application of physics and computational methods, but would like a less specialized education than they would find in a computer science department, will find that this degree track provides them with a solid education. In addition to the strong physics core curriculum, students can focus on the use of computational techniques in a number of scientific fields, such as physics, chemistry, geophysics, and different engineering fields. Students interested in moving directly into industry, and students who want to pursue a graduate degree in either computational methods or physics, will find this program valuable. Further information on this emphasis is forthcoming.

84. The CÆSAR Code Package (LA-UR-00-5568, LA-CC-04-009) computational physics development environment written in Fortran 90. It provides an environment where the physics of real systems can be modeled, by discretizing a set of partial differential equations on a mesh and solving the resultant algebraic system. http://www.lanl.gov/Caesar/

Next: Table of Contents Up: Mike Hall's Homepage (LA-UR-00-5568, LA-CC-04-009) Michael L. Hall March 2, 2005 The C Code Package is a computational physics development environment. In other words, it provides an environment where the physics of real systems can be modeled, by discretizing a set of partial differential equations on a mesh and solving the resultant algebraic system. The C Code Package does not by any means span this extremely large problem space. It does, however, provide a consistent means of incorporating new methods of attacking the computational physics problem. It is extensible - new equation sets, new discretizations, new meshes, new linear solvers, new communication libraries, etc., may be incorporated easily. The emphasis in C is on equation sets, discretizations, meshes, nonlinear solvers and preconditioners, which are all incorporated into the basic C structure. In contrast, linear solvers, communications libraries, mesh generators and partitioners, and visualization tools are generally included as external packages developed elsewhere, but may be developed inside C eventually.

85. IRE RAS. Computational Physics Laboratory. computational physics laboratory is concerned with organization and development of computer network in the institute. The laboratory includes the Network http://www.cplire.ru/html/welcpl.html

The head of laboratory is Prof. Vladimir A. Cherepenin, e-mail: cher@cplire.ru The main research field of the laboratory is computer simulation of physics processes in radio science and electronics. At present the following problems are studied most intensively: 1. Relativistic microwave electronics: development of numerical models for coherent radiation of relativistic electron beams in open and superdimentional electromagnetic structures; numerical investigation of interaction between electron beams and nonlinear inhomogeneous media; study of generation of squeezed states of electromagnetic field in free electron lasers. Impedance tomography: development of new methods for inhomogeneous media investigation; development of effective algorithms for solving the inverse problems of electromagnetic tomography. Integrability of Hamiltonian systems: solving of the problem of the additional first integral existence in some classical problems of mechanics. Computational physics laboratory is concerned with organization and development of computer network in the institute. The laboratory includes the

86. Computational Physics Resources 2001 Annual Meeting of the Division of computational physics, MIT, 2528.06.2001 2001 CCP, Conference on computational physics, 5-8.09, Aachen http://www.phys.uni.torun.pl/~duch/fiz-komp/

Computational Physics Internet Resources Fizyka komputerowa w Internecie Instytuty Fizyki (Institutes of Physics) w Polsce (in Poland) inna lista (another list) na œwiecie (in other countries) Computational physics departments around the world Oœrodki superkomputerowe (Supercomputer Centers) w Polsce (in Poland) na œwiecie (in other countries) Pisma (Journals) Archiwa (Preprint archives) ... Serwery WWW (Computational Physics WWW Servers) Konferencje (Computational Physics Conferences): Konferencje Fizyczne (Physics conferences, Triest list) Lista z Krakowa (Krakow list) APS, Conferences on Computational Physics Physics Conferences robot VIII Warsztaty Naukowe Polskiego Towarzystwa Symulacji Komputerowej , Gdañsk 30.08-1.09.2001 2001 Annual Meeting of the Division of Computational Physics , MIT, 25-28.06.2001 2001 CCP, Conference on Computational Physics , 5-8.09, Aachen 2nd international conference on computational science , Amsterdam, The Netherlands, 21st - 24th of April 2002 Edukacja (Computational Physics Education), Praca (Jobs) Physics Jobs robot Lista fizyków zainteresowanych metodami komputerowymi (list of physicists interested in computational physics) Fizyka i nie tylko ... (Physics and beyond) ...

87. Introductory Computational Physics - Cambridge University Press Courses computational physics Introduction to computational physics Introducing students to computational physics, this textbook shows how to use http://www.cambridge.org/uk/catalogue/catalogue.asp?isbn=0521828627

88. A First Course In Computational Physics And Object-Oriented Programming With C++ Courses computational physics, Scientific Programming, Engineering Programming, Numerical Programming, Numerical Methods, Computational Methods, http://www.cambridge.org/uk/catalogue/catalogue.asp?isbn=0521827787

89. Computational Physics Lab Homepage of Andrei Zvelindovsky. http://www.uclan.ac.uk/facs/science/physastr/computational/

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90. Physics 115/242 Computational Physics Physics 115/242, computational physics (Spring 2005). Instructor Peter Young, ISB, 212 Time and Place MWF 1230 1340, E+MS, B214 http://bartok.ucsc.edu/peter/115/

Physics 115/242, Computational Physics (Spring 2005) Instructor: Peter Young, ISB, 212 Time and Place: MWF 12:30 - 13:40, E+MS, B214 Office Hour: Wednesdays 3:30-5:00. Final exam can be collected in class on Wednesday June 1, and is now available on the web Note: This course assumes that you can write a simple program in one of the following languages: C, C++, or Fortran. The second half of the course will use Mathematica . No previous experience of this is required, since the basics will be discussed in the lectures and a 50 page introduction has been written for the class (available below). You will also need a knowledge of classical and quantum mechanics at the undergraduate level. Please email me at peter@bartok.ucsc.edu if you have any questions about necessary prior experience. I have prepared a considerable amount of material for this class, which will be available on this web site. Students' performance will be evaluated from homework assignments and a take home final examination. Table of contents: Course Description Homework: Homework 1 [solutions] Homework 2 [solutions] ... [solutions] (additional material presented for Qus. 6 and 7.)

91. Computational Science Essays on computational physics and modelling magnetic material. Software for simulating the BelousovZhabotinsky chemical reaction and for solving the travelling salesman problem. http://hermetic.nofadz.com/compsci.htm

Computational Science Humans think arithmeticly, but God thinks logarithmicly. Computational science is different from computer science. The latter is the science of computation (e.g., the invention of efficient search and sort algorithms, techniques of parallel processing, etc.). The former is the use primarily of computation, rather than of theorizing or experimentation, to attain scientific knowledge. Computational science has been made possible by the development of high-speed computers, and is still at an early stage of development. Five Cellular Automata , software which allows exploration of several cellular automata: (a) A generalization of Conway's Life, called q-state Life (b) A simulation of the Belousov-Zhabotinsky chemical reaction in which, beginning from a random state of the system, spirals and curlicues emerge spontaneously. (c) A process called Togetherness in which colored cells, starting from a random distribution, rearrange themselves so as to form clusters of cells of the same color. (d) A simulation of the population dynamics of dividing cells subject to viral infection

92. Computational Physics Group computational physics Group. Research Activities computational physics. Shiri Margel, exM.Sc. student (Left in 2005). shiri.margel@weizmann.ac.il http://www.weizmann.ac.il/physics/complex/compphys/

Research Activities Coupled Two-Way Clustering interactive server F2CS: FSSP to CATH and SCOP interactive web site Download Publications Data ... Group Meetings Prof. Eytan Domany Home Page eytan.domany@weizmann.ac.il Publications Dr. Himanshu Agrawal, ex- Po stdoc Left on July 2003) himanshu@mail.jnu.ac.in Research topics: Complex Systems, Bioinformatics, Biophysics, and SOC . Publications Omer Barad, ex- M.Sc. student (Left in 2004) febarad@wisemail.weizmann.ac.il Research topics - Developing clustering methods based on statistical physics for analyzing gene expression data. Publications Hila Benjamin, ex- M.Sc. student (Left in 2004) hila.benjamin-rodrig@weizmann.ac.il Research topics - Analysis of Gene Expression Data from Normal Human tissues. Publications Dr. Roman Brinzanik, Po stdoc roman.brinzanik@weizmann.ac.il Uri Einav, ex- M.Sc. student (Left in 2004) uri.einav@weizmann.ac.il Research topics - Gene expression analysis of acute leukemia. Publications Dr. Liat Ein-Dor, Postdoc feliat@wisemail.weizmann.ac.il Research topics - Analysis of gene expression data using supervised and unsupervised learning methods.

93. Laboratory Of Statistical And Computational Physics Welcome to Laboratory of Statistical and computational physics (LSCP) at the Institute of Physics (IOP) of Academia Sinica, located in Nankang, Taipei, http://www.sinica.edu.tw/~statphys/

Overview People of LSCP Computer Facilities Publications Collaborators ... Activities Welcome to Laboratory of Statistical and Computational Physics (LSCP) at the Institute of Physics (IOP) of Academia Sinica , located in Nankang, Taipei Taiwan . LSCP is devoted to frontier research in statistical and computational physics (SCP), applications of SCP to problems in physical, biological, and social sciences, sponsoring meetings in SCP, and promoting education and research of SCP in developing countries. Equilibrium Statistical Physics Non-equilibrium Statistical Physics Incoming Seminar: A fully explicit optimal two-stage numerical scheme for solving reaction-diffusion-chemotaxis systems Dr. Jui-Ling Yu (Michigan State University) 11:00 a.m., 20 Sept. 2005, at the meeting room of the 7th floor, Institute of Physics, Academia Sinica, Taipei Former Conference: StatPhys-Taiwan-2005 Photo Gallery Academia Sinica Institute of Physics Library of the Institute of Physics ... Related Links Laboratory of Statistical and Computational Physics

94. APS Div. Of Computational Physics DIVISION OF COMPUTATIONAL PHYSICS This branch of the American Physical Society is focused on computational physics http://www.aps.org/units/dcomp/

search questions? comments? contact aps DIVISION OF COMPUTATIONAL PHYSICS Welcome to the home page of the American Physical Society's Division of Computational Physics (DCOMP)! The division, founded in 1986, explores the use of computers in physics research and education as well as the role of physics in the development of computer technology. Its goals are to promote research and development in computational physics, enhance the prestige and professional standing of its members, encourage scholarly publication, and promote international cooperation in these activities. DCOMP News March Meeting Presentation Deadlines By August 31st, 2005: submit invited Speakers nominations for Focus sessions (PDF) to Focus Session Organizers By September 15th, 2005: submit Invited Symposia proposals (PDF) to DCOMP program Chair (Giulia Galli: galli@llnl.gov) See also other March Meeting deadlines Latest Newsletter Winter 2005 (PDF) This page is maintained by the DCOMP Executive Committee. Send questions and comments to amyoung@uiuc.edu

95. Computational Physics Welcome to the site of computational physics. Lehrstuhl für Theoretische Physik Java Applets from Physics by Computer . These are corrected versions http://theorie.physik.uni-wuerzburg.de/TP3/cphys.html

Welcome to the site of computational physics For the winter term 2003/04 the lecture, exercises and projects are given by Prof. Georg Reents Java Applets from "Physics by Computer" : These are corrected versions: Driven pendulum (Source Code) Ising Ferromagnet (Source Code) ... (Source Code) Java Applets on the physics of complex systems: Bose-Einstein condensation (Source Code) Learning random patterns by a neural network (perceptron) (Source Code) ... (Source Code) Applets from Disc (Source Code) Color (Source Code) ... Back to Faculty

96. PHYSICS 200 Since students have different skills, a computational physics course at an We believe, however, that computational physics has broad appeal since it is http://webphysics.davidson.edu/Course_Material/Py200/py200.htm

COMPUTATIONAL PHYSICS HOME PAGE Physics 200 and Physics 396 "U.S. Army Photo", from K. Kempf, "Historical Monograph: Electronic Computers Within the Ordnance Corps" The ENIAC, in BRL building 328. Instructor: Dr. Wolfgang Christian Office: Dana 113 2000 Syllabus PY 200: Computational Physics Introduction to computer programming and simulations emphasizing problem solving in science, program writing and the use of statistical differential, integral, graphical and numerical methods in science. Students will become proficient in Java programming using the Borland JBuilder programming environment. Prerequisite: Physics 120 or 130 at Davidson or permission of the instructor. PY 395, 396 Independent Study Open to students with substantial backgrounds in physics with written permission from a supervising professor who reviews and approves the study topic. The independent study typically culminates in a written paper and/or an oral presentation. Although this page is intended primarily for the distribution of curricular material to Py 200 students, it is also contains a collection of resources for anyone interested in teaching computational physics using the Java programming language. We have adopted Borland JBuilder as our programming environment and have developed a Java package, called Science Tools, that allows students to quickly build a applets that contain graphs, numerical methods, and input/output fields for floating point numbers. It is our intent that students use the computer to explore real scientific problems early in their undergraduate career.

97. Lattice Geometries Describes a method of defining lattice geometries for use in computational physics. http://www.hermetic.ch/compsci/lattgeom.htm

Lattice Geometries by Peter Meyer Written during 1999 CE; last revised 2000-01-17 CE. Published here 2001-02-17 CE (previously unpublished). A lattice (in the sense used in computational physics) has a certain geometric structure, e.g. "square", "triangular", "diamond", "cubic", etc. Here we consider how to represent these lattice geometries in a way which facilitates implementation as data structures within computer memory. The method of representation of lattice geometries described in this article was used in the software developed by the author to simulate the behavior of magnetic material by means of Ising and Potts spin models, as described in detail in his M.Phil. thesis, Computational Studies of Pure and Dilute Spin Models . That these representations are correct is shown by the fact that the measured properties of the models studied accord with results in the literature. We begin with the hypothesis that any lattice geometry of interest in spin model studies can be represented as (a) the set of all points in n-dimensional Cartesian space with integral coordinates, i.e., the space of n-dimensional vectors (x i ) whose components are integers, together with (b) a set of lines joining these points. The points are the lattice "sites" and the lines are the lattice "bonds". A vector (x

98. Py 200: Computational Physics Py 200 computational physics. Your browser does not support JavaScript (if you are using Netscape 3 or higher or Microsoft Internet Explorer 4 or higher http://webphysics.davidson.edu/Course_Material/Py200/

Py 200: Computational Physics Internet Explorer version 3.0 or , you'll have a much more pleasant experience navigating around this site. Opera Users: Although Opera 3.0 supports JavaScript, there is a bug in their implementation which prevents the menu system on this site from working. Opera 3.2 fixes the problem. Note: If you have any problems with this site, please contact the Webmaster. Click here to see the non-JavaScript version of this site.

99. OSU Physics: Physics 780.20 Computational Physics 10Nov-2004 - 780.20 computational physics preseason. The web page from last year s (two quarter) computational physics course is still available. http://www.physics.ohio-state.edu/~ntg/780/

Physics 780.20 Computational Physics Winter, 2005 Welcome to the Physics 780.20 Computational Physics home page! URL: http://www.physics.ohio-state.edu/~ntg/780/compphys.php The course information is available here plus lots of supplementary info. Please check this page regularly. Recent changes to this page: 14-Feb-2005 - A copy of the "Bash Prompt HOWTO" has been added to the handouts section. 28-Dec-2004 - Some sample C++ codes using the Gnu Scientific Library (GSL) are available. (Version 1.6 of GSL was just released on Dec 31, but will not be available in class immediately.) These examples will be updated and expanded as the quarter progresses. Check out the online reference manual 10-Nov-2004 - 780.20 Computational Physics preseason. The web page from last year's (two quarter) computational physics course is still available. Check there to get an idea of how the course is run. Topics are subject to change! Contents Course description and info Assignments Supplementary readings Assigned problems, hints, and solutions ... Examples - sample codes and plots from class PDF copies of handouts Computer codes and makefiles Mathematica notebooks Send feedback to the instructor anonymous or not Resources Downloads - programs, etc.

100. KU: Physics Department Graduate Program Requirements MS in computational physics and Astronomy PHSX/ASTR 815 computational physics and Astronomy (3) http://www.physics.ku.edu/graduate/comp.shtml

toggle navigation KU A-Z A B C D ... Z Department Undergraduate Program Graduate Program Research Facilities Research Programs Astrobiology Astronomy Astroparticle Physics Cosmology ... Particle Physics Theory Student/Dept. Groups Coming Events Graduate Program Requirements M.S. in Computational Physics and Astronomy Note: We have new M.S. in Computational Physics requirements, effective for students entering in Summer 2003 or later. Click here This degree is a subspeciality program for students with a background in physics, astronomy, computer science, mathematics, or engineering who wish to become familiar with computerbased approaches to problems in these fields. Minimum preparation expected includes a year's course in general physics, mathematics through differential equations, and a knowledge of either FORTRAN, C++ or another programming language. A total of 30 hours of graduate credit is required for the degree. The 33 hours listed below under parts A. and B. may include certain undergraduate level EECS courses. (Only courses numbered 500 or above count as graduate credit.) Students entering the program may have satisfied several of these requirements. A total of 30 hours of graduate credit is still required. No more than the required six hours of PHSX 899 (Master's Research/Thesis) may be counted toward the degree. A.

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