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Robust Minimum Variance Filtering
Uri Shaked
, Carlos E. de Souza
School of Electrical Engineering
University of Newcastle
Research output
:
Contribution to journal
›
Article
›
peer-review
188
Scopus citations
Overview
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Dive into the research topics of 'Robust Minimum Variance Filtering'. Together they form a unique fingerprint.
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Keyphrases
Parameter Uncertainty
100%
Error Variance
100%
Minimum Variance Filter
100%
Filtering Problems
66%
State-space Model
33%
Infinite Horizon
33%
Power Spectrum
33%
Tight
33%
Varying Parameters
33%
Specific Point
33%
Tight Bounds
33%
Power Spectrum Density
33%
Linear Systems
33%
Asymptotic Error
33%
Time-varying Systems
33%
Guaranteed Upper Bound
33%
Linear Filter
33%
Norm-bounded
33%
Constant Parameters
33%
Robust Filter
33%
Bounded Parameters
33%
Output Matrix
33%
Steady-state Filter
33%
Mathematics
Upper Bound
100%
Variance
100%
Error Variance
75%
Filtering Problem
50%
Power Spectra
50%
Space Model
25%
Asymptotics
25%
Matrix (Mathematics)
25%
Worst Case
25%
Linear System
25%
Time-Varying Parameter
25%
Constant Parameter
25%
Computer Science
Error Variance
100%
Parameter Uncertainty
100%
And-States
33%
State Space
33%
Linear Systems
33%
Spectrum Density
33%
Constant Parameter
33%
Engineering
Parameter Uncertainty
100%
Power Spectra
66%
Spectrum Density
33%
Filter State
33%
Linear Filter
33%