2016
DOI: 10.1007/978-3-319-47151-8_2
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Accelerated Simulation of Hybrid Biological Models with Quasi-Disjoint Deterministic and Stochastic Subnets

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Cited by 6 publications
(6 citation statements)
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“…Each condition was simulated in the stochastic setting using the Gillespie [31] algorithm. The simulation was also performed in the hybrid setting using a simulator comprising three components: (1) an ODE solver, we specifically use the CVODE library [59], for the continuous part, (2) Gillespie simulation for the stochastic part, and (3) the synchronisation between the continuous and stochastic net components is done via the improved Hybrid Rejection-based Stochastic Simulation Algorithm (HRSSA) [60], which combines the accelerated method introduced in [60] with the hybrid rejection-based stochastic algorithm from [61].…”
Section: Discussion - Model Validationmentioning
confidence: 99%
“…Each condition was simulated in the stochastic setting using the Gillespie [31] algorithm. The simulation was also performed in the hybrid setting using a simulator comprising three components: (1) an ODE solver, we specifically use the CVODE library [59], for the continuous part, (2) Gillespie simulation for the stochastic part, and (3) the synchronisation between the continuous and stochastic net components is done via the improved Hybrid Rejection-based Stochastic Simulation Algorithm (HRSSA) [60], which combines the accelerated method introduced in [60] with the hybrid rejection-based stochastic algorithm from [61].…”
Section: Discussion - Model Validationmentioning
confidence: 99%
“…e motivation of GHPN , compared to HPN , is to support more timing features, including stochastic, discrete deterministic, and continuous deterministic firing of transitions [25]. GHPN simulation approaches combine stochastic simulation algorithms with ODE numerical integrators, employing appropriate mechanisms to synchronise the stochastic and deterministic firings of biological events [25,30]. More specifically, in GHPN , places are further classified into two categories: discrete and continuous.…”
Section: Petri Netsmentioning
confidence: 99%
“…Unfortunately, the basic idea presented in [43] cannot simulate our HPN C model in reasonable time. erefore, we have added recently more efficient simulation techniques to Snoopy (c.f., [10,30]) which permit to execute larger models in a more efficient way.…”
Section: Simulation Procedurementioning
confidence: 99%
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