Locally Optimum Rank Detector Test Statistics for Composite Signals in Generalized Observations : One-Sample Case(Regular Section)

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概要

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• The one-sample locally optimum rank detector test statistics for composite signals in multiplicative and signal-dependent noise are obtained. Since the one-sample locally optimum rank detector makes use of the sign statistics of observations as well as the rank statistics, both 'even' and 'odd' score functions have to be considered. Although the one-sample locally optimum rank detector requires two score functions while the two-sample detector requires only one score function, the one-sample detector requires fewer calculations since it has to rank fewer observations.

• 社団法人電子情報通信学会の論文
• 2002-11-01

著者

• Song Iickho

  The Department Of Electrical And Computer Engineering Queen's University

• Bae Jinsoo

  The Department Of Information And Communication Engineering Sejong University

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• Locally Optimum Rank Detector Test Statistics for Composite Signals in Generalized Observations : One-Sample Case(Regular Section)
• Locally Optimum Rank Detector Test Statistics for Composite Signals in Generalized Observations : Two-Sample Case(Regular Section)

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