Multimedia Signal Processing Lecture Notes :
Lecture 1: Introduction Lecture 2: Fourier Analysis and Synthesis Lecture 5: Digital Filters Chapter08-LPC Chapter13-Speech Processing Probability& Information MPEG-MP3 Sampling and Quantisation Chapter16-EchoCancellation Entropy and Citation Ranking Decimation and Interpolation Chapter12: Music
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Multimedia Digital Signal Processing |
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MODULE CODE |
EE3052B |
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AIMS |
To provide an understanding of the fundamental concepts, and the applications, of digital signal and information processing techniques in communication and multimedia systems.
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OBJECTIVES / LEARNING OUTCOMES |
Students should understand and be able to apply:
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SUBJECTMATTER
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Part I: Digital Signal Processing And ApplicationsIntroduction To DSP And Its Applications: Signals, systems, signal processing methodologies. Basic elements of a digital signal processing system. Applications in multimedia and communication systems.Discrete-Time Domain Signals: Sampling and Quantisation. Sequence representation. Elementary discrete-time signals. The convolution sum, properties of convolution. Impulse response, relation to the frequency response. Difference equations. Z Transform: Review of the direct z-Transform, relation to Laplace and Fourier transforms Region of convergence (ROC). The properties of the direct z-Transform. System transfer functions, all pole and all zero systems. Inversion of the direct z-Transform. Applications in system design and stability analysis. Frequency Analysis Of Discrete-Time Signals: Review of the Fourier transform. The discrete Fourier transform (DFT). Time and frequency resolutions of a DFT, bandwidth. Use of windows in spectrum analysis. Efficient computation of the DFT: FFT. Discrete Cosine Transform. Applications in spectrogram, pattern analysis, MPEG audio, voice conversion, radar, speech coding, music processing, image compression. Digital Filters Design: FIR filters and their linear phase properties. FIR filter design, windowing. IIR filter design with the bilinear transformation and pole-zero placement. Filterbank design. Applications: communication systems, audio graphic equalisers, Dolby systems, noise reduction, image processing
Part II: Model-Based Signal Processing And ApplicationsProbability Models And Applications : Modelling chance processes, such as the odds in a game, or collision of the Earth with comets. The use of statistics in pattern modelling and decision-making. Random Processes, Time-varying and Time-invariant systems. Statistics of random process, mean, variance, correlation and covariance matrix. Probability models, Gaussian, Poisson and Markov. Application of probability models in noise processing, signal detection, radar, sonar, voice/image pattern recognition, and the modelling of the users demand in a communication system. Information Models: Entropy and information measures. The information content of written and spoken English and digital communication systems. Application of entropy in coding, transmission and information storage. Correlation And Power Spectrum : Correlation and its applications in signal detection, classification and recognition. Matched filters and detectors. Power spectrum and its relation to correlation. Applications in communications, radar and sonar. Applications in speech/image pattern recognition. Linear Prediction (Lp) Models: Introduction to LP models. Derivation of LP models. Applications in speech and video coding and recognition. Application in noise reduction. Application in change detection. Application in radar signal processing. Adaptive Filters For Communication: Introduction to LMS filters. Line echo cancellation. Acoustic echo cancellation. Channel equalisation. Noise reduction.
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INVITED LECTURES |
Multimedia, Mobile Communications and Blue Tooth Technology |
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READING LIST |
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ESSENTIAL READING |
Introduction to Digital Signal Processing (3rd edition) J G Proakis, D G ManolakisMacmillan, 1996 |
| RECOMMENDED READING |
Discrete-Time Signal Processing (2nd edition) A Oppenheim and R Schafer Prentice–Hall, Englewood Cliffs, 1992 Discrete Random Signals and Statistical Signal Processing Therrien C. W. |
Some of previous years' exam papers