Basic concepts of discrete linear shift-invariant systems are emphasized, including sampling, quantization, and reconstruction of analog signals. Extensive coverage of the Z-transform, discrete Fourier transform, and fast Fourier transform is given. An overview of digital filter design includes discussion of impulse invariance, bilinear transform, and window functions. Filter structures, finite length register effects, roundoff noise, and limit cycles in discrete-time digital systems are also covered.

Course prerequisites: 

A working knowledge of Fourier and Laplace transforms.

Course instructor: 
C. L. Edwards, M. L. Edwards, Jennison, R. Lee

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