000			02727nam a2200241Ia 4500
999			_c6936 _d6936
001			10198
003			SV-SsUGB
005			20211215154020.0
008			180402s2000||||es |||||||||||||| ||spa||
020			_a0073039381
040			_aUGB _cUGB
041	0		_aeng
082	4		_a515 _bB733
100	1		_aBracewell, Ronald N _eAutor _928458
245		4	_aThe fourier transform and its applications / _cRonald N Bracewell
260			_aNew York _bMcGraw-Hill _c2000
300			_a616 p.
500			_aDonado por la Embajada Americana.
520			_aGROUNDWORK. The Fourier transform and Fourier’s integral theorem. Conditions for the existence of Fourier transform. Transforms in the limit. CONVOLUTION. Examples of convolution. Serial products. Convolution by computer. NOTATION FOR SOME USEFUL FUNCTIONS. Rectangle function of unit height and base, II. Triangle function of unit height and area. Heaviside´s unit step function. THE IMPULSE SYMBOL. The sifting property. The sampling or replicating symbol III. The even and odd impulse pairs II. THE BASIC THEOREMS. A few transforms for illustration. Similarity theorem. Addition theorem. OBTAINING TRANSFORM. Integration in closed form. Numerical Fourier transformation. The slow Fourier transform program. THE TWO DOMAINS. Definite integral. The first moment. Centroid. WAVEFORMS, SPECTRA, FILTERS, AND LINEARITY. Electrical waveforms and spectra. Filters. Generality of linear filter theory. SAMPLING AND SERIES. Sampling theorem. Interpolation. Rectangular filtering in frequency domain. THE DISCRETE FOURIER TRANSFORM AND THE FFT. The discrete transform formula. Cyclic convolution. Examples of discrete Fourier transforms. THE DISCRETE HARTLEY TRANSFORM. A strictly reciprocal real transform. Notation and example. The discrete Hartley transform. RELATIVES OF THE FOURIER TRANSFORM. The two-dimensional Fourier transform. Two-dimensional convolution. The hankel transform. THE LAPLACE TRANSFORM. Convergence of the Laplace integral. Theorems for the Laplace transform. Transient-response problems. ATENNAS AND OPTICS. One-dimensional apertures. Analogy with waveforms and spectra. Beam width and aperture width. APPLICATIONS IN STATISTICS. Distribution of a sum. Consequences of the convolution relation. The characteristic function. RANDOM WAVEFORMS AND NOISE. Discrete representation by random digits. Effect on autocorrelation. Effect on spectrum. HEAT CONDUCTION AND DIFFUSION. One-dimensional diffusion. Gaussian diffusion from a point. Diffusion of a spatial sinusoid. DYNAMIC POWER SPECTRA. The concept of dynamic spectrum. The dynamic spectrograph. Equivalence theorem.
542	1		_aBracewell, Ronald N _g2000 _i2000
650	4		_aTRANSFORMACION DE FOURIER _928459
650	4		_928460 _aTRANSFORMATIONS MATEMATICAS
650	4		_aANALISIS HARMONICO _929456
650	4		_aESTADISTICA _9795
650	4		_aLITERATURA EN IDIOMA INGLES _915662
942			_cBK _2ddc