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Titlebook: Analytical and Stochastic Modeling Techniques and Applications; 19th International C Khalid Al-Begain,Dieter Fiems,Jean-Marc Vincent Confer

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Analysis of a Discrete-Time Queue with Geometrically Distributed Service Capacitiestime slot, is variable from slot to slot. Specifically, we study the case where service capacities are independent from slot to slot and geometrically distributed. New customers enter the system according to a general independent arrival process. Service demands of the customers are i.i.d. and arbit
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A Queueing Theoretic Approach to Decoupling Inventory thresholds. Raw materials are ‘pushed’ into the semi-finished product inventory and customers ‘pull’ products by placing orders. Furthermore, production of semi-finished products starts when the inventory goes below a certain level, referred to as the threshold value and stops when the inventory at
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Lumping and Reversed Processes in Cooperating Automataually given in terms of a high level formalism such as queueing networks, stochastic Petri nets, stochastic Automata or Markovian process algebras. Compositionality is a key-feature of many of these formalisms and allows the modeller to combine several (simple) components to form a complex architect
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Analytical and Stochastic Modelling of Battery Cell Dynamicsin purpose is to provide a setting for analyzing delivered capacity, battery life expectancy and other measures of performance. This includes a number of deterministic and stochastic variations of kinetic battery models. The primary tool is a novel phase plane analysis of the balance of nominal and
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Branching Processes, the Max-Plus Algebra and Network Calculusthe basic stochastic recursion of multitype branching processes, but in two non-standard contexts. First, we consider this recursion in the max-plus algebra where branching corresponds to finding the maximal offspring of the current generation. Secondly, we consider network-calculus-type determinist
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