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COPYRIGHT 2008, PRINCETON UNIVERSITY PRESS

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642 bibliography[B&H 95] Briggs, W. L., and V. E. Henson (1995). The DFT: An Owner’s Manual,SIAM, Philadelphia.[C&P 85] R. Car, and M. Parrinello (1985). Unified approach for molecular dynamics anddensity-functional theory, Phys. Rev. Lett. 55, 2471.[C&P 88] Carrier, G. F., and C. E. Pearson (1988). Partial Differential Equations,Academic Press, San Diego.[C&L 81] Christiansen, P. L., and P. S. Lomdahl (1981). Numerical solutions of 2+1dimensional Sine–Gordon solitons Phys. 2D, 482.[CPUG] CPUG, Computational physics degree program for undergraduates, OregonState University, www.physics.oregonstate.edu/CPUG.[C&N 47] Crank, J., and P. Nicolson (1946). A practical method for numericalevaluation of solutions of partial differential equations of the heat conduction type, Proc.Cambridge Phil. Soc. 43, 50.[C&O 78] Christiansen, P. L., and O. H. Olsen (1978). Ring-shaped quasi-solitonsolutions to the two- and three-dimensional Sine–Gordon equation, Phys. Lett. 68A, 185;(1979) Phys. Scr. 20, 531.[Chrom] ChromaDepth Technologies, www.chromatek.com/.[Clark] Clark University, Statistical and Thermal Physics Curriculum DevelopmentProject, stp.clarku.edu/; Density of States of the 2D Ising Model,stp.clarku.edu/simulations/ising/wanglandau.html.[Co 65] Cooley, J. W., and J. W. Tukey, (1965). An algorithm for the machine calculation ofcomplex Fourier series, Math. Comput. 19, 297.[Cour 28] Courant, R., K. Friedrichs, and H. Lewy (1928). Über die partiellenDifferenzengleichungen der mathematischen Physik, Math. Ann. 100, 32.[Cre 81] Creutz, M., and B. Freedman (1981). A statistical approach to quantummechanics, Ann. Phys. (N.Y.) 132, 427.[CYG] Cygwin, a Linux-like environment for Windows, x.cygwin.com/.[Da 42] Danielson, G. C., and C. Lanczos (1942). Some improvements in practicalFourier analysis and their application to X-ray scattering from liquids, J. Franklin Inst.233, 365.[Daub 95] Daubechies, I. (1995). Wavelets and other phase domain localization methods,Proc. Int. Cong. Math. Basel, 1, 2 56, Birkhäuser.[DeJ 92] De Jong, M. L. (1992). Chaos and the simple pendulum, Phys. Teacher 30, 115.[DeV 95] DeVries, P. L. (1996). Resource letter CP-1: Computational Physics, Am. J.Phys. 64, 364.[Dong 05] Dongarra, J., T. Sterling, H. Simon, and E. Strohmaier (2005).High-performance computing, IEEE/AIP Comput. Sci. Eng. 7, 51.[Donn 05] Donnelly, D., and B. Rust (2005). The fast Fourier transform forexperimentalists, IEEE/AIP Comput. Sci. Eng. 7, 71.[D&J 94] Donoho, D. L., and I. M. Johnstone (1994). Ideal denoising in an orthonormalbasis chosen from a library of bases, Compt. Rend. Acad. Sci. Paris Ser. A, 319, 1317.[DX1] Dx, Open DX, The open source software project based on IBM’s VisualizationData Explorer, www.opendx.org/.[Jtut] Eck, D., (2002), Introduction to Programming Using Java, Version 4 (a freetextbook), math.hws.edu/javanotes/.[Eclipse] Eclipse, an open development platform, www.eclipse.org/.−101<strong>COPYRIGHT</strong> <strong>2008</strong>, PRINCET O N UNIVE R S I T Y P R E S SEVALUATION COPY ONLY. NOT FOR USE IN COURSES.ALLpup_06.04 — <strong>2008</strong>/2/15 — Page 642

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