List View List View   Icon View Icon View

Showing items 1 - 15 of 16.

Add to Quick Collection   All 16 Results

Title Author/Creator Date Full Text Reviewed
Add On Wiener filtering of certain locally stationary stochastic processes Wahlberg, Patrik; Schreier, Peter J. 2010 — Reviewed
Add Gabor discretization of the Weyl product for modulation spaces and filtering of nonstationary stochastic processes Wahlberg, Patrik; Schreier, Peter J. 2009 — Reviewed
Add On ICA of improper and noncircular sources Schreier, Peter J.; Adali, Tülay; Scharf, Louis L. 2009 — Reviewed
Add The Wiener filter for locally stationary stochastic processes is rarely locally stationary Wahlberg, Patrik; Schreier, Peter J. 2009 — Reviewed
Add Bounds on the degree of impropriety of complex random vectors Schreier, Peter J. 2008 — Reviewed
Add The degree of impropriety (noncircularity) of complex random vectors Schreier, Peter J. 2008 — Reviewed
Add Polarization ellipse analysis of nonstationary signals Schreier, Peter J. 2008 — Reviewed
Add Spectral relations for multidimensional complex improper stationary and (almost) cyclostationary processes Wahlberg, Patrik; Schreier, Peter J. 2008 — Reviewed
Add A time-frequency formula for LMMSE filters for nonstationary underspread continuous-time stochastic processes Wahlberg, Patrik; Schreier, Peter J. 2008 — Reviewed
Add A unifying discussion of correlation analysis for complex random vectors Schreier, Peter J. 2008 — Reviewed
Add Canonical coordinates for transform coding of noisy sources Schreier, Peter J.; Scharf, Louis L. 2006 — Reviewed
Add A generalized likelihood ratio test for impropriety of complex signals Schreier, Peter J.; Scharf, Louis L.; Hanssen, Alfred 2006 — Reviewed
Add Detection and estimation of improper complex random signals Schreier, Peter J.; Scharf, L. L.; Mullis, C. T. 2005 — Reviewed
Add Detection and estimation of improper complex random signals Schreier, Peter J.; Scharf, Louis L.; Mullis, Clifford T. 2005 — Reviewed
Add The Hilbert space geometry of the Rihaczek distribution for stochastic analytic signals Scharf, L. L.; Schreier, Peter J.; Hanssen, A. 2005 — Reviewed
Author/Creator
Keyword
Resource Type