References in zbMATH (referenced in 10 articles )

Showing results 1 to 10 of 10.
Sorted by year (citations)

  1. Hurtado, Paul J.; Richards, Cameron: Building mean field ODE models using the generalized linear chain trick & Markov chain theory (2021)
  2. Avram, F.; Banik, A. D.; Horvath, A.: Ruin probabilities by Padé’s method: simple moments based mixed exponential approximations (Renyi, De Vylder, Cramér-Lundberg), and high precision approximations with both light and heavy tails (2019)
  3. Bountzis, P.; Papadimitriou, E.; Tsaklidis, G.: Estimating the earthquake occurrence rates in Corinth Gulf (Greece) through Markovian arrival process modeling (2019)
  4. Hurtado, Paul J.; Kirosingh, Adam S.: Generalizations of the `linear chain trick’: incorporating more flexible dwell time distributions into mean field ODE models (2019)
  5. Juan F. Pérez; Daniel F. Silva; Julio C. Góez; Andrés Sarmiento; Andrés Sarmiento-Romero; Raha Akhavan-Tabatabaei; Germán Riaño: Algorithm 972: jMarkov: An Integrated Framework for Markov Chain Modeling (2017) not zbMATH
  6. Pérez, Juan F.; Silva, Daniel F.; Góez, Julio C.; Sarmiento, Andrés; Sarmiento-Romero, Andrés; Akhavan-Tabatabaei, Raha; Riaño, Germán: Algorithm 972: jMarkov: an integrated framework for Markov chain modeling (2017)
  7. Vishnevsky, Vladimir; Larionov, Andrey; Semenova, Olga; Ivanov, Roman: State reduction in analysis of a tandem queueing system with correlated arrivals (2017)
  8. Horváth, Gábor; Reinecke, Philipp; Telek, Miklós; Wolter, Katinka: Heuristic representation optimization for efficient generation of PH-distributed random variates (2016)
  9. Horváth, Gábor; Reinecke, Philipp; Telek, Miklós; Wolter, Katinka: Efficient generation of PH-distributed random variates (2012)
  10. Reinecke, Philipp; Krauß, Tilman; Wolter, Katinka: Cluster-based fitting of phase-type distributions to empirical data (2012)