Cover title.Includes bibliographical references (p. 37-39).Supported in part by a Presidential Young Investigator Award, with matching funds from Draper Laboratory. DDM-9158118D. Bertsimas and G. Mourtizinou
We take a new look at transient, or time-dependent Little laws for queueing systems. Through the use...
AbstractThis paper complements two previous studies (Daley and Rolski, 1984, 1991) by indicating the...
A Fixed Point Approximation (FPA) method has recently been suggested for non-stationary analysis of ...
Cover title.Includes bibliographical references (p. 37-39).Supported in part by a Presidential Young...
Transient laws of non-stationary queueing systems and their applications Dimitris Bertsimas * Georgi...
Includes bibliographical references (p. 51-52).Supported by a Presidential Young Investigator Award,...
Thesis (Ph.D.)--Massachusetts Institute of Technology, Alfred P. Sloan School of Management, 1981.MI...
Distributional forms of Little's law relate the steady-state distributions of the number of customer...
We propose a new approach to analyze multiclass queueing systems in heavy traffic based on what we c...
summary:A non-Markovian queueing system with Poisson input is studied under a modified operating rul...
We take a new look at transient, or time-dependent Little laws for queueing systems. Through the use...
Consider the single server queue in which the system capacity is infinite and the customers are serv...
In the paper the $M^{X}/G/1$ queueing system with the $N$-policy and setup times is considered. An e...
In the present article, we analyze a class of time-limited polling systems. In particular, we will d...
This paper proposes a new approach for the time-dependent analysis of stochastic and non-stationary ...
We take a new look at transient, or time-dependent Little laws for queueing systems. Through the use...
AbstractThis paper complements two previous studies (Daley and Rolski, 1984, 1991) by indicating the...
A Fixed Point Approximation (FPA) method has recently been suggested for non-stationary analysis of ...
Cover title.Includes bibliographical references (p. 37-39).Supported in part by a Presidential Young...
Transient laws of non-stationary queueing systems and their applications Dimitris Bertsimas * Georgi...
Includes bibliographical references (p. 51-52).Supported by a Presidential Young Investigator Award,...
Thesis (Ph.D.)--Massachusetts Institute of Technology, Alfred P. Sloan School of Management, 1981.MI...
Distributional forms of Little's law relate the steady-state distributions of the number of customer...
We propose a new approach to analyze multiclass queueing systems in heavy traffic based on what we c...
summary:A non-Markovian queueing system with Poisson input is studied under a modified operating rul...
We take a new look at transient, or time-dependent Little laws for queueing systems. Through the use...
Consider the single server queue in which the system capacity is infinite and the customers are serv...
In the paper the $M^{X}/G/1$ queueing system with the $N$-policy and setup times is considered. An e...
In the present article, we analyze a class of time-limited polling systems. In particular, we will d...
This paper proposes a new approach for the time-dependent analysis of stochastic and non-stationary ...
We take a new look at transient, or time-dependent Little laws for queueing systems. Through the use...
AbstractThis paper complements two previous studies (Daley and Rolski, 1984, 1991) by indicating the...
A Fixed Point Approximation (FPA) method has recently been suggested for non-stationary analysis of ...
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