In this paper, we aim to evaluate the performance of a call center composed of specialized and cross-trained operators (i.e. operators trained to answer different classes of calls). The paper focuses on the approximation of the loss probability of a call center where the different classes of calls arrive according to a Poisson distribution and service time distribution is exponential. We make the simplifying assumption that calls not immediately answered are lost. Our closed form approximation is based on an approximation for hierarchical overflow systems in telecommunication developed by Hayward and later extended by Fredericks (1980)
This paper studies multiclass loss systems with two layers of servers, where each server at the firs...
The authors propose two multirate teletraffic loss models in a two‐link system that accommodates Poi...
Finite loss queues with overflow naturally arise in a variety of communications structures. For thes...
The model of a fully available group of servers with a Poisson flow of primary calls and the possibi...
The paper considers the model of a call center in the form of a multi-server queueing system with Po...
It is commonly assumed that the arrival process of cus-tomers to a service system is a nonhomogeneou...
This paper contains additional material supplementing the main paper to be published in Management S...
An algorithm is developed to rapidly compute approximations for all the standard steady-state perfor...
We model a call center as a an Mt/M/n, preemptive-resume priority queue with time-varying arrival ra...
A call center is a popular term for a service operation that caters to customers ’ needs via the tel...
This article studies multi-class loss systems with two layers of servers, where each server at the f...
Finite queueing loss systems are studied with overflow. For these systems there is no simple analyti...
The paper considers the model of a call center in the form of a multi-server queueing system with Po...
In many call centers, callers may call multiple times. Some of the calls are re-attempts after aband...
Motivated by call center cosourcing problems, we consider a service network operated under an overfl...
This paper studies multiclass loss systems with two layers of servers, where each server at the firs...
The authors propose two multirate teletraffic loss models in a two‐link system that accommodates Poi...
Finite loss queues with overflow naturally arise in a variety of communications structures. For thes...
The model of a fully available group of servers with a Poisson flow of primary calls and the possibi...
The paper considers the model of a call center in the form of a multi-server queueing system with Po...
It is commonly assumed that the arrival process of cus-tomers to a service system is a nonhomogeneou...
This paper contains additional material supplementing the main paper to be published in Management S...
An algorithm is developed to rapidly compute approximations for all the standard steady-state perfor...
We model a call center as a an Mt/M/n, preemptive-resume priority queue with time-varying arrival ra...
A call center is a popular term for a service operation that caters to customers ’ needs via the tel...
This article studies multi-class loss systems with two layers of servers, where each server at the f...
Finite queueing loss systems are studied with overflow. For these systems there is no simple analyti...
The paper considers the model of a call center in the form of a multi-server queueing system with Po...
In many call centers, callers may call multiple times. Some of the calls are re-attempts after aband...
Motivated by call center cosourcing problems, we consider a service network operated under an overfl...
This paper studies multiclass loss systems with two layers of servers, where each server at the firs...
The authors propose two multirate teletraffic loss models in a two‐link system that accommodates Poi...
Finite loss queues with overflow naturally arise in a variety of communications structures. For thes...