Continuous approximation of \(M_t/M_t/ 1\) distributions with application to production
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Publication:2194422
DOI10.3934/jcd.2020010zbMath1450.60051arXiv1807.07115OpenAlexW3043069701MaRDI QIDQ2194422
Dieter Armbruster, Stephan Knapp, Simone Goettlich
Publication date: 26 August 2020
Published in: Journal of Computational Dynamics (Search for Journal in Brave)
Full work available at URL: https://arxiv.org/abs/1807.07115
Cites Work
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- Gaussian skewness approximation for dynamic rate multi-server queues with abandonment
- On the modeling of crowd dynamics: an overview and research perspectives
- Controllability for a scalar conservation law with nonlocal velocity
- Strong approximation for Markovian service networks
- Kinetic models and intrinsic timescales: simulation comparison for a 2nd order queueing model
- A Poisson-Charlier approximation for nonstationary queues
- Existence, uniqueness and regularity results on nonlocal balance laws
- Numerical treatment of partial differential equations. Revised translation of the 3rd German edition of `Numerische Behandlung partieller Differentialgleichungen' by Martin Stynes.
- Multiscale modeling of pedestrian dynamics
- Control of the continuity equation with a non local flow
- A Simple Approximation to the Average Queue Size in the Time-Dependent M/M/1 Queue
- Kinetic and Fluid Model Hierarchies for Supply Chains
- Strong Approximations for Time-Dependent Queues
- Control of Continuum Models of Production Systems
- Shock Waves on the Highway
- Stochastic Dynamics of Long Supply Chains with Random Breakdowns
- Queues with time-dependent arrival rates I—the transition through saturation
- Queues with time-dependent arrival rates. II — The maximum queue and the return to equilibrium
- Queues with time-dependent arrival rates. III — A mild rush hour
- On kinematic waves II. A theory of traffic flow on long crowded roads
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