Staff View: High temporal resolution estimators through reduced rank periodograms.

High temporal resolution estimators through reduced rank periodograms.

Bibliographic Details
Main Author:	Amin, Moeness G.
Format:	Villanova Faculty Authorship
Language:	English
Published:	1990
Online Access:	http://ezproxy.villanova.edu/login?url=https://digital.library.villanova.edu/Item/vudl:173327

Main Author:

Amin, Moeness G.

Format:

Villanova Faculty Authorship

Language:

English

Published:

1990

Online Access:

http://ezproxy.villanova.edu/login?url=https://digital.library.villanova.edu/Item/vudl:173327

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spelling	High temporal resolution estimators through reduced rank periodograms. Amin, Moeness G. The kernel associated with positive estimators including the periodograms are expressed as a linear combination of separable kernels, each defines a smoothed Pseudo Wigner distribution (SPWD). This is achieved by applying the singular value decomposition to the 2-D kernel matrix in time and lag variables. The SPWD corresponding to the maxim singular value is considered the rank one kernel estimator which is the closest to the full rank kernel periodogram. Error bounds are derived and simulations are performed to demonstrate the effect of limiting the decomposition of the kernel matrix to dominant singular values. 1990 Villanova Faculty Authorship vudl:173327 Proceedings of the IEEE International Conference on Acoustics, Speech and Signal Processing, Albuquerque, NM, April 1990. en
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dc.creator_txt_mv	Amin, Moeness G.
dc.description_txt_mv	The kernel associated with positive estimators including the periodograms are expressed as a linear combination of separable kernels, each defines a smoothed Pseudo Wigner distribution (SPWD). This is achieved by applying the singular value decomposition to the 2-D kernel matrix in time and lag variables. The SPWD corresponding to the maxim singular value is considered the rank one kernel estimator which is the closest to the full rank kernel periodogram. Error bounds are derived and simulations are performed to demonstrate the effect of limiting the decomposition of the kernel matrix to dominant singular values.
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title	High temporal resolution estimators through reduced rank periodograms.
title_full	High temporal resolution estimators through reduced rank periodograms.
title_fullStr	High temporal resolution estimators through reduced rank periodograms.
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High temporal resolution estimators through reduced rank periodograms.
Amin, Moeness G.
The kernel associated with positive estimators including the periodograms are expressed as a linear combination of separable kernels, each defines a smoothed Pseudo Wigner distribution (SPWD). This is achieved by applying the singular value decomposition to the 2-D kernel matrix in time and lag variables. The SPWD corresponding to the maxim singular value is considered the rank one kernel estimator which is the closest to the full rank kernel periodogram. Error bounds are derived and simulations are performed to demonstrate the effect of limiting the decomposition of the kernel matrix to dominant singular values.
1990
Villanova Faculty Authorship
vudl:173327
Proceedings of the IEEE International Conference on Acoustics, Speech and Signal Processing, Albuquerque, NM, April 1990.
en

dc.title_txt_mv

High temporal resolution estimators through reduced rank periodograms.

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Amin, Moeness G.

dc.description_txt_mv

The kernel associated with positive estimators including the periodograms are expressed as a linear combination of separable kernels, each defines a smoothed Pseudo Wigner distribution (SPWD). This is achieved by applying the singular value decomposition to the 2-D kernel matrix in time and lag variables. The SPWD corresponding to the maxim singular value is considered the rank one kernel estimator which is the closest to the full rank kernel periodogram. Error bounds are derived and simulations are performed to demonstrate the effect of limiting the decomposition of the kernel matrix to dominant singular values.

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1990

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subpages

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High temporal resolution estimators through reduced rank periodograms.

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