Published December 1995
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Dynamic inversion and polar decomposition of matrices
- Creators
- Getz, Neil H.
- Marsden, Jerrold E.
Chicago
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Abstract
Using the recently introduced concept of a "dynamic inverse" of a map, along with its associated analog computational paradigm. we construct continuous-time nonlinear dynamical systems which produce both regular and generalized inverses of time-varying and fixed matrices, as well as polar decompositions.
Additional Information
© Copyright 1995 IEEE. Reprinted with permission. Meeting Date: 12/13/1995 - 12/15/1995. The authors are grateful to C.A. Desoer for his comments and advice.Attached Files
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