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630 appendix eCcodes Contents by NameProgram Section Description Program Section Descriptionaccm2d.cpp 4.11 OOP example int_10d.c 6.6.3 10-D Monte CarlointegralAdvecLax.c 19.1 Advection invfour.c 10.4.1 Inverse Fouriertransformarea.c 1.4.2 First program ising.c 15.2 Ising modelBeam.c 19.9.3 2-D Navier–Stokes laplace.c 17.4.2 Finite differentialfluidLaplace equationbessel.c 2.2.2 Bessel function laplaceAnal.c 17.4.2 Analytic solution forrecurrenceLaplace equationbound.c 20.2.3 Bound integral LaplaceSOR.c 17.4.2 Finite differentialequationLaplace equationbugs.c 12.5 Bifurcation diagram limit.c 1.5.4 Machine precisioncall.c 5.2.2 Calls random lineq.c 8.3.3 Linear equationsnumbersas matricescolumn.c 13.4.1 Fractal deposition MD1D.c 16.3 1-D MD simulationCWT3.c 11.4.2 Continuous numerov.c 9.11 Quantum boundwavelet TFstatesDaub4.c 11.4.2 Discrete wavelet TF over.c 1.5.4 Overflow limitsDaub4Compress.c 11.4.2 Discrete wavelet TF pond.c 6.5 Monte Carlointegrationdecay.c 5.6 Spontaneous decay qmc.c 15.8.3 Feynman pathintegrationdiff.c 7.5 Numerical random.c 5.2.2 Java randomdifferentiationutilitydla.c 13.7.1 Diffusion–limited rk4.c 9.5.2 2nd- and 4th-orderagregationRunge–Kuttaeqheat.c 17.17.4 Heat equation via rk45.c 9.5.2 Adaptive step rkleapfrogsolvereqstring.c 18.2.3 Waves on a string shms.cpp 4.11 OOP exampleexp-bad.c 1.6 Summing series Shock.c 19.3.1 Shock wavesexp-good.c 1.6 Summing series sierpin.c 13.2 Sierpiński gasketfern.c 13.3.2 Fractal fern soliton.c 19.5.3 KdeV solitonsfilm.c 13.4.1 Random deposition SplineAppl.c 8.5.5 Cubic spline fitfit.c 8.7.1 Linear least-squares tree.c 13.3.3 Fractal treefitfourier.c 10.4.1 Discrete Fourier twodsol.c CPI 2-D, Sine–Gordontransformsolitonsgauss.c 6.2.5 Gaussian quadrature unim1d.cpp 4.11 OOP exampleHeatCNTridiag.c 17.19.1 Crank–Nicolson heat unimot2d.cpp 4.11 OOP exampleequationinteg.c 6.2.5 Integration walk.c 5.4.2 Random-walksimulation−101COPYRIGHT 2008, PRINCET O N UNIVE R S I T Y P R E S SEVALUATION COPY ONLY. NOT FOR USE IN COURSES.ALLpup_06.04 — 2008/2/15 — Page 630