Level-Crossing Problem of a Gaussian Process Having Gaussian Power Spectrum Density
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概要
- 論文の詳細を見る
The distribution density of the level-crossing interval lengths is experimentally studied for a Gaussian random process having Gaussian power spectrum density. The multi-peak property of the density does not appear for a Gaussian-lowpass spectrum, although it does for a Gaussian-bandpass spectrum. This situation is different from the cases of Butterworth spectra, in which the multi-peak property always appears both for lowpass and bandpass processes. In addition to the disappearance of the multi-peak property, the result of the fluctuation of the number of the crossings leads to a conclusion that a Gaussian process having Gaussian-lowpass spectrum is highly random.
- 社団法人応用物理学会の論文
- 1985-04-20
著者
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川端 勉
Department Of Information And Communication Engineering The University Of Electro-communications
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Kawabata Tsutomu
Department Of Communications And Systems Engineering University Of Electro-communications
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Mimaki Tadashi
Department Of Communication Systems University Of Electro-communications
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MYOKEN Hiroshi
Department of Communication Systems, University of Electro-Communications
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Myoken Hiroshi
Department Of Communication Systems University Of Electro-communications
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Kawabata Tsutomu
Department Of Communication Engineering And Informatics The University Of Electro-communications
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