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Marginal distribution of crossing time and renewal numbers related with two-state Erlang process
Mir Ghulam Hyder Talpur,Iffat Zamir,M. Masoom Ali 한국데이터정보과학회 2009 한국데이터정보과학회지 Vol.20 No.1
In this study, we drive the one dimensional marginal transform function , probability density function and probability distribution function for the random variables (Time taken by the servers during the vacations), (Number of vacations taken by the servers) and ( Number of customers or units arrive in the system) by controlling the variability of two random variables simultaneously.
Marginal distribution of crossing time and renewal numbers related with two-state Erlang process
Talpur, Mir Ghulam Hyder,Zamir, Iffat,Ali, M. Masoom The Korean Data and Information Science Society 2009 한국데이터정보과학회지 Vol.20 No.1
In this study, we drive the one dimensional marginal transform function, probability density function and probability distribution function for the random variables $T_{{\xi}N}$ (Time taken by the servers during the vacations), ${\xi}_N$(Number of vacations taken by the servers) and ${\eta}_N$(Number of customers or units arrive in the system) by controlling the variability of two random variables simultaneously.