Page 510 - Applied Numerical Methods Using MATLAB

SUBJECT INDEX

A characteristic value, 371, 465
Absolute error, 33 characteristic vector, 371, 465
Acceleration of Aitken, 201 Chebyshev coefficient polynomial, 126
Adams–Bashforth–Mou1ton (ABM) method, Chebyshev node, 125, 160
269 Chebyshev polynomial, 124, 127, 240
Adaptive input argument, 46 chemical reactor, 297
Adaptive quadrature, 231 Cholesky decomposition (factorization), 97
Alignment, 30 circulant matrix, 391
alternating direction imp1icit (ADI) method, conjugate gradient, 332
417 constrained linear least squares (LLS), 354
Animation, 302, 438 constrained optimization, 343, 350, 352
Apostrophe, 15 constructive solid geometry (CSG), 432
Approximation, 124, 209, 212, 323 contour, 11, 295, 345, 349
convergence, 103, 378–379
covariance matrix, 386
B
Crank–Nicholson method, 409, 452
backslash, 19, 59, 60, 76, 109, 110
CtFT, 68, 475
backward difference approximation, 210
cubic spline, 133, 162–164
backward substitution, 82
curve fitting, 143, 147, 165, 167
basis function, 420
bilinear interpolation, 142 D
bisection method, 183 damped Newton method, 193
Boltzmann, 335 data file, 47
boundary condition, 134, 401, 404, 420, dat-file, 2
430–432 dc motor, 298
Boundary mode, 434 debugging, 493
boundary node, 420 decoupling, 374, 376
boundary value problem (BVP), 287, 305–319 determinant, 464
bracketing method, 188 DFT, 151–156, 171–175
breakpoint, 493 diagonalization, 374–376
Bulirsch–Stoer, 161 difference approximation, 209, 211, 216, 218
differential equation, 263, 487
C Dirichlet boundary condition, 404, 430, 434,
case, 24 452
catastrophic cancellation, 32 discretization, 281
central difference approximation, 211, 212 distinct eigenvalues, 373
characteristic equation, 371, 465 divided difference, 120–122

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Applied Numerical Methods Using MATLAB , by Yang, Cao, Chung, and Morris
Copyright  2005 John Wiley & Sons, Inc., ISBN 0-471-69833-4
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