W
Walsh
--- functions, 744
--- systems, 744
wave
--- amplitude, 82
--- frequency, 82
--- length, 82
--- period, 82
--- phase, 82
--- plane, 741
wave equation
-dimensional, 536
--- one-dimensional, 732
--- Schrodinger equation, 539
wave function
--- classical problem, 536
--- heat-conduction equation, 537
--- Schrodinger equation, 538
wavelet, 741
--- Daubechies, 742
--- Haar, 741
--- Mexican hat, 741
--- orthogonal, 742
--- transformation, 740 , 741
--- discrete, 743
--- discrete, Haar, 743
--- dyadic, 742
--- fast, 743
Weber
--- differential equation, 545
--- function, 509
wedge, 154
Weibull distribution, 761
Weierstrass
--- approximation theorem, 607
--- criterion uniform convergence, 415
--- function, 705
--- theorem, 414
--- one variable, 60
--- several variables, 123
weight
--- measurement, 793
--- of orthogonality, 515
--- statistical, 753
weighting factor, statistical, 790
witch of Agnesi, 94
word, 604
work (mechanics)
--- general, 469
--- special, 451
Wronskian determinant, 500 , 802
--- zero-point vibration energy, 546
--- zeropoint, 1
--- z-transformation, 733
--- convolution, 736
--- damping, 736
--- definition, 734
--- difference, 735
--- differentiation, 736
--- integration, 736
--- inverse, 737
--- original sequence, 734
--- rules of calculation, 735
--- summation, 735
--- transform, 734
--- translation, 735
--- z-transformable, 734
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