Fluctuation of Numbers and Fluctuation of Interval Length in a Stationary Point Process

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概要

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• Asymptotic behaviors of the distribution of number of events in a fixed interval of time and of the distribution of interval length between the first and the N+1 st events of a stationary point process, where N is some fixed number, are discussed and a simple relation between variances of these two distributions is derived from the normality of the two distributions. From this a relation is derived which expresses the number fluctuation in terms of the correlation coefficients between lengths of neighboring intervals. Those behaviors and relations are confirmed by experiments in which the number of events and the length of the time interval are measured by electronic counters directly connected to a computer. Measurements are made for the zero-crossing points of a continuous Gaussian noise.

• 社団法人日本物理学会の論文
• 1975-07-15

著者

• SATO Hiroshi

  University of Tokyo

• Sasaki Susumu

  University Of Electro-communications

• SATO Hiroshi

  University of Electro-communications

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