1994
DOI: 10.1109/78.330362
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Variance of least squares estimators for a damped sinusoidal process

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1995
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Cited by 15 publications
(2 citation statements)
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“…According to ( 21) and ( 22), the final estimate ๐œ” ฬ‚ depends on the variance of each estimator. If ๐‘€, ๐‘ โ‰ซ 1, variances of ๐œ” ฬ‚๐ฎ and ๐œ” ฬ‚๐ฏ can be approximated as functions of var(๐‘Ž ฬ‚๐ฎ) and var(๐‘Ž ฬ‚๐ฏ), respectively [10,20]:…”
Section: Proposed Estimation Of the Frequencymentioning
confidence: 99%
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“…According to ( 21) and ( 22), the final estimate ๐œ” ฬ‚ depends on the variance of each estimator. If ๐‘€, ๐‘ โ‰ซ 1, variances of ๐œ” ฬ‚๐ฎ and ๐œ” ฬ‚๐ฏ can be approximated as functions of var(๐‘Ž ฬ‚๐ฎ) and var(๐‘Ž ฬ‚๐ฏ), respectively [10,20]:…”
Section: Proposed Estimation Of the Frequencymentioning
confidence: 99%
“…The key components of the LUPUMA estimator are the complex to real mapping of the received signal ๐œ‘(๐‘), SVD of the resulting real-valued matrix, and the low time-complexity version of the phasal transformation (20). We implement the method as a function LUPUMA, and we summarize the implementation in Table I.…”
Section: Lupuma Implementationmentioning
confidence: 99%