| Abstract: | The objective of this writing is to give a brief introduction of the subject of wavelet analysis, and to compare it with the classical subject of Fourier analysis. Spline examples are considered, and the integral wavelet transform is considered as a bandpass filter with variable bandwidth. A comparison of some of the existing wavelets is also given. Finally, a list of applications of wavelets is included. During the hour-talk, demonstrations of these applications were shown by taking advantage of the multimedia facilities. |
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