1 citations · 1 across the 2 of their papers we have counts for
3 papers
math.PR2020
Alternating birth-death processes
Hans Daduna
We consider a continuous time Markov process on which can be interpreted as generalized alternating birth-death process in a non-autonomous random environment. Depen…
math.OC2016
Heuristic Approximations for Closed Networks: A Case Study in Open-pit Mining
Hans Daduna, Ruslan Krenzler, Robert Ritter +1
We investigate a fundamental model from open-pit mining, which is a cyclic system consisting of a shovel, traveling loaded, unloading facility, and traveling back empty. The intera…
math.PR2015★ 1 cited
Correlation formulas for Markovian network processes in a random environment
H. Daduna, R. Szekli
We consider Markov processes, which describe e.g. queueing network processes, in a random environment which influences the network by determining random breakdown of nodes, and the…