HORVATH, Andras

HORVATH, Andras  

INFORMATICA  

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Risultati 1 - 20 di 54 (tempo di esecuzione: 0.046 secondi).
Titolo Data di pubblicazione Autore(i) File
A Framework for Optimisation Based Stochastic Process Discovery 2024 Cry, Pierre; Horváth, András; Ballarini, Paolo; Le Gall, Pascale
A joint moments based analysis of networks of map/map/1 queues 2008 A. Horvath; G. Horvath; M. Telek
A MAP fitting method to approximate real traffic behavior 2000 A. HORVATH; G. I. ROZSA; M. TELEK
A markovian point process exhibiting multifractal behaviour and its application to traffic modeling 2002 A. HORVATH; M. TELEK
A Mean Field Based Methodology for Modeling Mobility in Ad Hoc Networks 2011 Beccuti Marco ; De Pierro Massimiliano; Horváth András ; Horváth Ádám ; Farkas Károly
Aggregated stochastic state classes in quantitative evaluation of non-Markovian stochastic Petri nets 2009 A. Horvath; E. Vicario
Analysis of Activity Networks with Phase Type Distributions by Kronecker Algebra 2014 Alessio Angius; Andras Horvath; Marcello Urgo
Analysis of inhomogeneous Markov reward models 2003 M. TELEK; A. HORVATH; G. HORVATH
Analysis of stochastic reaction networks with Markov reward models. 2011 Alessio Angius; Andras Horvath
Analysis of the Lead Time Distribution in Closed Loop Manufacturing Systems 2016 Angius, Alessio; Colledani, Marcello; Horvath, Andras; Gershwin, Stanley B.
Analysis of timed properties using the jump-diffusion approximation 2017 Ballarini, Paolo; Beccuti, Marco*; Bibbona, Enrico; Horvath, Andras; Sirovich, Roberta; Sproston, Jeremy
Approximate Transient Analysis of Queuing Networks by Decomposition based on Time-Inhomogeneous Markov Arrival Processes 2015 Andras Horvath;Alessio Angius
Approximate Transient Analysis of Queuing Networks by Quasi Product Forms 2013 Alessio Angius; Andras Horvath; Verena Wolf
Approximating distributions and transient probabilities of Markov chains by Bernstein expolynomial functions. 2010 A. Horvath; L. Ridi; E. Vicario
Approximating heavy tailed behavior with phase type distributions 2000 A. HORVATH; M. TELEK
Approximation of Cumulative Distribution Functions by Bernstein Phase-Type Distributions 2024 Horváth, András; Horváth, Illés; Paolieri, Marco; Telek, Miklós; Vicario, Enrico
Comparison of approximate kinetics for unireactant enzymes: Michaelis-Menten against the equivalent server 2010 Alessio Angius; Gianfranco Balbo; Francesca Cordero; Andras Horvath; Daniele Manini
Compositional Fluid Stochastic Petri Net model for operational software system performance 2008 A. Bobbio; S. Garg; M. Gribaudo; A. Horvath; M. Sereno; M. Telek.
Compositional model checking of product-form CTMCs. 2007 P. BALLARINI; A. HORVATH
Compositionality in the GreatSPN tool and its application to the modelling of industrial applications 2000 BERNARDI S.; DONATELLI S.; HORVATH A.