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Joint probability density function of the interval duration between adjacent events of the modulated synchronous flow in conditions of fixed dead time and recurrence conditions of the flow

机译：在固定死区时间条件和流量的复发条件下调制同步流动相邻事件之间的间隔持续时间的联合概率密度函数。

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Maria N. Sirotina;
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1. Joint Probability Density of Interarrival Interval of a Flow of Physical Events with Unextendable Dead Time Period [J] . Gortsev A. M., Solovev A. A. Russian physics journal . 2014,第7期

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2. Conditions for Recurrence of a Flow of Physical Events with Unextendable Dead Time Period [J] . Nezhelskaya L. A. Russian physics journal . 2016,第12期

机译：具有不可延长的停滞期的身体活动重复发生的条件
3. Optimal estimation of the states of modulated semi-synchronous integrated flow of eventsin condition of its incomplete observability [J] . Maria A. Bakholdina, Alexander M. Gortsev Applied mathematical sciences . 2015,第29期

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4. Derivation of probability density function of dead times from time interval distribution measurements [C] . Igarashi, R., Fukushima, Instrumentation and Measurement Technology Conference, 1993. IMTC/93. Conference Record., IEEE . 1993

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Joint probability density function of the interval duration between adjacent events of the modulated synchronous flow in conditions of fixed dead time and recurrence conditions of the flow

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