In this paper we present the fluid limit of an heavily loaded Earliest Deadline First queue with impatient customers, represented by a measure-valued process keeping track of residual time-credits of lost and waiting customers. This fluid limit is the solution of an integrated transport equation. We then use this fluid limit to derive fluid approximations of the processes counting the number of waiting and already lost customers.ou
Consider a single server queue with renewal arrivals and i.i.d. service times in which the server op...
Consider a single server queue with renewal arrivals and i.i.d. service times in which the server op...
The object of this research in the queueing theory is the Functional-Strong-Law-of-Large-Numbers (FS...
We consider queueing systems in which customers arrive according to a Poisson process and have expon...
Abstract. We investigate a processor sharing queue with renewal arrivals and generally distributed s...
We investigate a processor sharing queue with renewal arrivals and generally distributed service tim...
Consider a single server queue with renewal arrivals and i.i.d. service times in which the server op...
We consider an overloaded multiclass nonidling first-in-first-out single-server queue with abandonme...
We consider an overloaded multiclass nonidling first-in-first-outsingle-server queue with abandonmen...
The object of this research in the queueing theory is the Functional-Strong-Law-of-Large-Numbers (FS...
The object of this research in the queueing theory is the Functional-Strong-Law-of-Large-Numbers (FS...
We study many-server queues with abandonment in which customers have general service and patience ti...
In the present paper we consider an ALOHA-type random-multiple-access protocol where users are allow...
Consider a single server queue with renewal arrivals and i.i.d. service times in which the server op...
Consider a single server queue with renewal arrivals and i.i.d. service times in which the server op...
Consider a single server queue with renewal arrivals and i.i.d. service times in which the server op...
Consider a single server queue with renewal arrivals and i.i.d. service times in which the server op...
The object of this research in the queueing theory is the Functional-Strong-Law-of-Large-Numbers (FS...
We consider queueing systems in which customers arrive according to a Poisson process and have expon...
Abstract. We investigate a processor sharing queue with renewal arrivals and generally distributed s...
We investigate a processor sharing queue with renewal arrivals and generally distributed service tim...
Consider a single server queue with renewal arrivals and i.i.d. service times in which the server op...
We consider an overloaded multiclass nonidling first-in-first-out single-server queue with abandonme...
We consider an overloaded multiclass nonidling first-in-first-outsingle-server queue with abandonmen...
The object of this research in the queueing theory is the Functional-Strong-Law-of-Large-Numbers (FS...
The object of this research in the queueing theory is the Functional-Strong-Law-of-Large-Numbers (FS...
We study many-server queues with abandonment in which customers have general service and patience ti...
In the present paper we consider an ALOHA-type random-multiple-access protocol where users are allow...
Consider a single server queue with renewal arrivals and i.i.d. service times in which the server op...
Consider a single server queue with renewal arrivals and i.i.d. service times in which the server op...
Consider a single server queue with renewal arrivals and i.i.d. service times in which the server op...
Consider a single server queue with renewal arrivals and i.i.d. service times in which the server op...
The object of this research in the queueing theory is the Functional-Strong-Law-of-Large-Numbers (FS...