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 Vienna, International Atomic Energy Agency, 1972.
 Description
 Book — 616 pages illustrations 24 cm
 Online
SAL3 (offcampus storage)
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QC20.2 .C6533 1972  Available 
2. Computational physics [2022]
 Walker, Darren (Darren J.), author.
 Second edition  Dulles, Virginia : Mercury Learning and Information, [2022]
 Description
 Book — 1 online resource : illustrations
 Summary

 1: Introduction.
 2: Getting Comfortable.
 3: Interpolation and Data Fitting.
 4: Searching for Roots.
 5: Numerical Quadrature.
 6: Ordinary Differential Equations.
 7: Fourier Analysis.
 8: Monte Carlo Methods.
 9: Partial Differential Equations.
 10: Advanced Numerical Quadrature.
 11: Advanced ODE Solver and Applications.
 12: High Performance Computing. Bibliography. Appendix. Index.
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3. Computational physics : an introduction [2016]
 Walker, Darren (Darren J.), author.
 Dulles, Virginia : Mercury Learning & Information, [2016]
 Description
 Book — 1 online resource (viii, 348 pages) : illustrations
 Summary

This book is designed to provide the reader with a grounding in scientific programming and computational physics. It contains many exercises developed in the context of physics problems, and several examples of working programs to provide a solid basis on which to build. Computers are now ubiquitous and are an essential tool to any wouldbe scientific researcher. Computers can be used for a wide variety of scientific tasks, from the simple manipulation of data to simulations of real world events. The book intends to give the reader the confidence to start applying the methods presented to their own problems and research. It covers topics such as interpolation, integration, and the numerical solutions to both ordinary and partial differential equations. It discusses simple ideas, such as linear interpolation, and root finding through bisection, to more advanced concepts, such as the GaussLegendre quadrature, and the RungeKuttaFehlberg algorithm to solve complex differential equations. It also contains a chapter on high performance computing that provides an introduction to parallel programming.
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4. Computational physics [2006]
 Giordano, Nicholas J.
 2nd ed.  Upper Saddle River, NJ : Pearson/Prentice Hall, c2006.
 Description
 Book — xiii, 544 p. : ill. ; 25 cm.
 Online
Science Library (Li and Ma)
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QC20.7 .E4 G56 2006  Unknown 
QC20.7 .E4 G56 2006  Unknown 
5. Computational physics [1997]
 Giordano, Nicholas J.
 Upper Saddle River, N.J. : Prentice Hall, 1997.
 Description
 Book — xi, 419 p. : ill. ; 25 cm.
 Summary

 Preface. 1. A First Numerical Problem. 2. Realistic Projectile Motion. 3. Oscillatory Motion and Chaos. 4. The Solar System. 5. Potentials and Fields. 6. Waves. 7. Random Systems. 8. Statistical Mechanics, Phase Transitions, and the Ising Model. 9. Molecular Dynamics. 10. Quantum Mechanics. 11. Interdisciplinary Topics.
 Appendix 1. Ordinary Differential Equations.
 Appendix 2. The Fourier Transform.
 Appendix 3. The Method of Least Squares.
 Appendix 4. Selected Program Listings. Index.
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QC20.7 .E4 G56 1997  Available 
6. Computational techniques in physics [1987]
 MacKeown, P. K.
 Bristol, England ; Boston : A. Hilger, c1987.
 Description
 Book — xvi, 217 p. : ill. ; 25 cm.
 Online
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QC52 .M33 1987  Available 
7. Arithmetic applied mathematics [1980]
 Greenspan, Donald.
 1st ed.  Oxford ; New York : Pergamon Press, 1980.
 Description
 Book — vii, 165 p. : ill. ; 26 cm.
SAL3 (offcampus storage)
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QC20.7 .E4 G74 1980  Available 
8. Applied computational physics [2018]
 Boudreau, Joseph F., author.
 First edition.  Oxford : Oxford University Press, 2018.
 Description
 Book — 1 online resource.
 Summary

Applied Computational Physics is a graduatelevel text stressing three essential elements: advanced programming techniques, numerical analysis, and physics. The goal of the text is to provide students with essential computational skills that they will need in their careers, and to increase the confidence with which they write computer programs designed for their problem domain. The physics problems give them an opportunity to reinforce their programming skills, while the acquired programming skills augment their ability to solve physics problems. The C++ language is used throughout the text. Physics problems include Hamiltonian systems, chaotic systems, percolation, critical phenomena, fewbody and multibody quantum systems, quantum field theory, simulation of radiation transport, and data modeling. The book, the fruit of a collaboration between a theoretical physicist and an experimental physicist, covers a broad range of topics from both viewpoints. Examples, program libraries, and additional documentation can be found at the companion website. Hundreds of original problems reinforce programming skills and increase the ability to solve reallife physics problems at and beyond the graduate level.
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 Granada Seminar on Computational Physics (11th : 2010 : La Herradura, Spain)
 Melville, N.Y. : American Institute of Physics, 2011.
 Description
 Book — 1 online resource (xi, 305 p.).
 Cambridge : Cambridge University Press, 2006.
 Description
 Book — 1 online resource (148 p.) : digital, PDF file(s).
 Summary

 1. Introduction
 2. Basics
 3. Short introduction to Linux
 4. Interpolation I
 5. Interpolation II
 6. Taking derivatives
 7. Numerical integration
 8. Solution of nonlinear equations
 9. Differential equations
 10. Matrices
 11. Random processes and Monte Carlo simulation
 A. The ROOT system
 B. Free scientific libraries
 C. FORTRAN and C++
 D. Program listings.
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 Granada Seminar on Computational Physics (4th : 1996)
 Berlin ; New York : SpringerVerlag, 1997.
 Description
 Book — 316 p.
 Summary

 Invited lectures  a variational approach to excitonphonon coupling
 the power of cooperation
 microscopic computer simulation of fluids
 nonequilibrium potential in reactiondiffusion systems
 the statistical mechanics of absorbing states
 on the selforganization of migrating individuals
 irreversible transitions in reaction systems
 contributed papers. (Part contents).
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QC52 .G73 1996  Available 
 Granada Seminar on Computational Physics (3rd : 1994 : Granada, Spain)
 Berlin ; New York : SpringerVerlag, 1995.
 Description
 Book — xiv, 346 p. : ill. ; 25 cm.
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QC20.7 .E4 G73 1994  Available 
 Singapore ; Teaneck, NJ : World Scientific, c1990
 Description
 Journal/Periodical — v. : ill. ; 25 cm.
SAL3 (offcampus storage)
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DD86.7 .M6 M67  Available 
QC52 .I5 V.19 2008:P.1635END  Available 
QC52 .I5 V.19 2008:P.11451634  Available 
QC52 .I5 V.19 2008:P.5491144  Available 
QC52 .I5 V.19 2008:P.1548  Available 
QC52 .I5 V.18 2007:P.1377END  Available 
QC52 .I5 V.18 2007:P.7671375  Available 
QC52 .I5 V.18 2007:P.1765  Available 
QC52 .I5 V.17 2006:P.1239END  Available 
QC52 .I5 V.17 2006:P.6031237  Available 
QC52 .I5 V.17 2006:P.1602  Available 
QC52 .I5 V.16 2005:P.1499END  Available 
QC52 .I5 V.16 2005:P.8371497  Available 
QC52 .I5 V.16 2005:P.1836  Available 
QC52 .I5 V.15 2004:P.9331488  Available 
QC52 .I5 V.15 2004:P.481931  Available 
QC52 .I5 V.15 2004:P.1480  Available 
QC52 .I5 V.14 2003:P.995END  Available 
QC52 .I5 V.14 2003:P.539994  Available 
QC52 .I5 V.14 2003:P.1537  Available 
QC52 .I5 V.13 2002:P.989END  Available 
QC52 .I5 V.13 2002:P.587987  Available 
QC52 .I5 V.13 2002:P.1586  Available 
QC52 .I5 V.12 2001:P.11391553  Available 
QC52 .I5 V.12 2001:P.6231137  Available 
QC52 .I5 V.12 2001:P.1622  Available 
QC52 .I5 V.11 2000:P.1283END  Available 
QC52 .I5 V.11 2000:P.6371282  Available 
QC52 .I5 V.11 2000:P.1636  Available 
QC52 .I5 V.10 1999:P.983END  Available 
QC52 .I5 V.10 1999:P.505982  Available 
QC52 .I5 V.10 1999:P.1503  Available 
QC52 .I5 V.9 1998:P.1123END  Available 
QC52 .I5 V.9 1998:P.6751121  Available 
QC52 .I5 V.9 1998:P.1674  Available 
QC52 .I5 V.8 1997:P.637END  Available 
QC52 .I5 V.8 1997:P.1635  Available 
QC52 .I5 V.7 1996:P.463END  Available 
QC52 .I5 V.7 1996:P.1462  Available 
QC52 .I5 V.6 1995:P.467END  Available 
QC52 .I5 V.6 1995:P.1465  Available 
QC52 .I5 V.5 1994:P.615END  Available 
QC52 .I5 V.5 1994:P.1613  Available 
QC52 .I5 V.4 1993:P.723END  Available 
QC52 .I5 V.4 1993:P.1722  Available 
QC52 .I5 V.3 1992:P.605END  Available 
QC52 .I5 V.3 1992:P.1603  Available 
QC52 .I5 V.2 1991  Available 
QC52 .I5 V.1 1990  Available 
 International Conference on Computational Physics (8th : 1996 : Kraków, Poland)
 Kraków, Poland : Academic Computer Centre CYFRONET, [1996]
 Description
 Book — xvi, 603 p. : ill. ; 24 cm.
 Online
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QC20 .I45 1996  Available 
15. Annual reviews of computational physics [1994  2001]
 Singapore ; [River Edge] N.J. : World Scientific, c1994
 Description
 Journal/Periodical — 9 v. : ill. ; 23 cm.
 Online
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QC19.2 .A5 V.9  Available 
QC19.2 .A5 V.8  Available 
QC19.2 .A5 V.7  Available 
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QC19.2 .A5 V.4  Available 
QC19.2 .A5 V.3  Available 
QC19.2 .A5 V.2  Available 
QC19.2 .A5 V.1  Available 
16. Journal of computational methods in physics [2013 ]
 New York, NY : Hindawi Publishing Corporation
 Description
 Journal/Periodical — 1 online resource
17. Physics and computation [2021]
 Duwall, Armond, author.
 Cambridge, United Kingdom ; New York, NY : Cambridge University Press, 2021
 Description
 Book — 1 online resource
 Summary

 1. Introduction
 2. Turing's 1936 Paper
 3. The ChurchTuring Thesis and the Physical ChurchTuring Thesis
 4. Accounts of Computational Implementation
 5. Quantum Computers
 6. Quantum Speedup
 References.
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 Scherer, P. O. J. (Philipp O. J.), author.
 Third edition.  Cham, Switzerland : Springer, 2017.
 Description
 Book — 1 online resource (xxiv, 633 pages) : illustrations (some color) Digital: text file.PDF.
 Summary

 I. Numerical Methods. Error Analysis. Interpolation. Numerical Differentiation. Numerical Integration. Systems of Inhomogeneous Linear Equations. Roots and Extremal Points. Fourier Transformation. Wavelets. Random Numbers and Monte Carlo Methods. Eigenvalue Problems. Data Fitting. Discretization of Differential Equations. Equations of Motion. II. Simulation of Classical and Quantum Systems. Rotational Motion. Molecular Mechanics. Continuum Mechanics. Thermodynamic Systems. Random Walk and Brownian Motion. Electrostatics. Waves. Diffusion. Convection. Nonlinear Systems. Simple Quantum Systems. Quantum Many Body Systems.
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19. Basic concepts in computational physics [2016]
 Stickler, Benjamin A., author.
 Second edition.  Cham : Springer, 2016.
 Description
 Book — 1 online resource (xvi, 409 pages) : illustrations Digital: text file.PDF.
 Summary

 Some Basic Remarks
 Part I Deterministic Methods
 Numerical Differentiation
 Numerical Integration
 The KEPLER Problem
 Ordinary Differential Equations
 Initial Value Problems
 The Double Pendulum
 Molecular Dynamics
 Numerics of Ordinary Differential Equations
 Boundary Value Problems
 The OneDimensional Stationary Heat Equation
 The OneDimensional Stationary SCHRÖDINGER Equation
 Partial Differential Equations
 Part II Stochastic Methods
 Pseudo Random Number Generators
 Random Sampling Methods
 A Brief Introduction to MonteCarlo Methods
 The ISING Model
 Some Basics of Stochastic Processes
 The Random Walk and Diffusion Theory
 MARKOVChain Monte Carlo and the POTTS Model
 Data Analysis
 Stochastic Optimization
 Appendix: The TwoBody Problem
 Solving NonLinear Equations. The NEWTON Method
 Numerical Solution of Systems of Equations
 Fast Fourier Transform
 Basics of Probability Theory
 Phase Transitions
 Fractional Integrals and Derivatives in 1D
 Least Squares Fit
 Deterministic Optimization.
 Grozin, A. G.
 Cambridge : Cambridge University Press, 1997.
 Description
 Book — 1 online resource (404 p.) : digital, PDF file(s).
 Summary

 Preface
 Part I. REDUCE Language: 1. Welcome to REDUCE
 2. Functions and substitutions
 3. REDUCE as a programming language
 4. Additional facilities
 5. Matrices, vectors, tensors, operators
 6. Inputoutput
 7. Examples
 Part II. Selected Problems in Classical Physics: 8. The classical nonlinear operator
 9. Nonlinear water waves
 10. Calculation of the curvature tensor
 11. Examples
 Part III. Quantum Mechanics: 12. Adding angular momenta
 13. The quantum nonlinear oscillator
 14. A rotator in a weak field
 15. Radiative transitions in charmonium
 16. Examples
 Part IV. Quantum Electrodynamics: 17. Kinematics
 18. Fields
 19. Feynman diagrams
 20. Scattering in an external field
 21. Charged particle scattering
 22. Photonelectron scattering
 23. Positronium annihilation
 Part V. Weak Interactions: 24. Electroweak interaction
 25. W and Z decays
 26. Weak decays
 27. W production
 Part VI. Quantum Chromodynamics: 28. Feynman diagrams in QCD
 2.e+e annihilation into hadrons
 29. Charmonium decays
 30. Quark and gluon scattering
 Part VII. Radiative Corrections: 31. Dimensional regularization and renormalization
 32. Radiative corrections in quantum electrodynamics
 33. Radiative corrections in quantum chromodynamics
 References
 Index.
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