This paper gives an overview of recent research on the performance evaluation and design
of carousel systems. We discuss picking strategies for problems involving one carousel …

We consider an extension of the standard G/G/1 queue, described by the equation
WD=\maxmax\,{0,B-A+YW\}, where ℙ Y= 1= p and ℙ Y=− 1= 1− p. For p= 1 this model …

We discuss a single-server multi-station alternating queue where the preparation times and
the service times are auto-and cross-correlated. We examine two cases. In the first case …

In dit proefschrift staat de volgende Lindley-achtige recursie centraal: Wn+ 1= max {0, Bn+ 1-
An-Wn}.(1) Deze" niet-stijgende" recursie is belangrijk in de analyse van systemen waarbij …

In this paper we study the Lindley-type equation W= max {0, B− A− W}. Its main characteristic
is that it is a non-increasing monotone function in its main argument W. Our main goal is to …

We investigate stochastic models of particles entering a channel with a random time
distribution. When the number of particles present in the channel exceeds a critical value N …

We consider a queueing model with the workload evolving between consecutive iid
exponential timers [Formula: see text] according to a spectrally positive Lévy process Y (t) …

We consider a model describing the waiting time of a server alternating between two service
points. This model is described by a Lindley-type equation. We are interested in the time …

Here considered a model of the kernel of the Lindley integral equation for a queuing system
G/G/1. An exact solution of Lindley equation can be obtained using the Fourier transform …

We investigate the tail behaviour of the steady-state distribution of a stochastic recursion that
generalises Lindley's recursion. This recursion arises in queueing systems with dependent …