## Wavelets: time-frequency methods and phase space : proceedings of the international conference, Marseille, France, December 14-18, 1987 |

### What people are saying - Write a review

We haven't found any reviews in the usual places.

### Contents

Multiresolution Analysis in NonHomogeneous Media | 259 |

Implementations | 292 |

By P Dutilleux With 7 Figures | 305 |

### Common terms and phrases

Acoust additive synthesis affine algorithm ambiguity function amplitude analyzing wavelet approximation Cantor set Cedex coherent complex components Computer Music consider constant construction convolution corresponding Daubechies decomposition defined denote density detection dilation discrete domain elliptic operators example expansion Figure filters finite formula Fourier transform fractal frequency function f Gabor gaussian given Grossmann Hilbert space IEEE Trans implementation interpolation invariant inverse Kronland-Martinet lemma linear localization Math measure methods modulus Morlet multiresolution analysis non-stationary signals obtained octave Ondelettes operator orthogonal orthonormal basis parameters phase space Phys physical piecewise plane Preprint problem properties quantum reconstruction representation resp Riesz basis Risset sampling satisfy scalar product scale sequence signal analysis Signal Processing singularities smooth sound spectral spectrum square integrable stationary synthesis theorem theory time-frequency time-frequency representations values variable vector wave waveform wavelet coefficients wavelet transform Wigner Wigner-Ville distribution windowed Fourier transform zero