Moving Finite Unit Tight Frames for S

Abstract

Frames for R can be thought of as redundant or linearly dependent coordinate systems, and have important applications in such areas as signal processing, data compression, and sampling theory. The word “frame” has a different meaning in the context of differential geometry and topology. A moving frame for the tangent bundle of a smooth manifold is a basis… (More)

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Cite this paper

@inproceedings{Freeman2013MovingFU, title={Moving Finite Unit Tight Frames for S}, author={Daniel Freeman and R. Hotovy}, year={2013} }