OVERVIEW: Linear transforms and expansions are the fundamental mathematical tools of signal processing. Yet the properties of linear expansions in the presence of coefficient quantization are not yet fully understood. These properties are most interesting when signal representations are with respect to redundant, or overcomplete, sets of vectors. Exploring the effects of quantization in overcomplete linear expansions is the unifying theme of this work.
Title
Quantized Overcomplete Expansions: Analysis, Synthesis and Algorithms
Published
1999-03-19
Full Collection Name
Electrical Engineering & Computer Sciences Technical Reports
Other Identifiers
ERL-95-57
Type
Text
Extent
68 p
Archive
The Engineering Library
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