Digital Signal Processing Maths
By Markus Hoffmann
Abstract:
Modern digital signal processing makes use of a variety of mathematical techniques.
These techniques are used to design and understand efficient filters
for data processing and control. In an accelerator environment, these techniques
often include statistics, one-dimensional and multidimensional transformations,
and complex function theory. The basic mathematical concepts
are presented in 4 sessions including a treatment of the harmonic oscillator, a
topic that is necessary for the afternoon exercise sessions.
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