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discrete events simulation model  (MathWorks Inc)


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    MathWorks Inc discrete events simulation model
    Discrete Events Simulation Model, supplied by MathWorks Inc, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
    https://www.bioz.com/product/discrete+events+simulation+model/pm37386254-79-12-21
    Average 90 stars, based on 1 article reviews
    discrete events simulation model - by Bioz Stars, 2026-09
    90/100 stars

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    other:

    Article Title: Process model analysis of parenchyma sparing laparoscopic liver surgery to recognize surgical steps and predict impact of new technologies.
    Article Snippet: [28], to study the impacts of new technologies on LLR, a detailed discrete events simulation model of LLR was built in Matlab, based 1 3 on the process model and the process data obtained from the endoscopic videos.



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    Markov and the <t>Discrete</t> <t>Event</t> <t>Simulation</t> models used in the analysis. P1: Probability of graft failure after transplantation; P2: Probability of death after transplantation; P3: Probability of death after graft failure; P4: Probability of death while waitlisted. T1: Time-to-graft failure after transplantation; T2: Time-to-death after transplantation; T3: Time-to-death after graft failure; T4: Time-to-death while waitlisted
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    discrete event simulation model for traffic light controller  (MathWorks Inc)
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    Markov and the <t>Discrete</t> <t>Event</t> <t>Simulation</t> models used in the analysis. P1: Probability of graft failure after transplantation; P2: Probability of death after transplantation; P3: Probability of death after graft failure; P4: Probability of death while waitlisted. T1: Time-to-graft failure after transplantation; T2: Time-to-death after transplantation; T3: Time-to-death after graft failure; T4: Time-to-death while waitlisted
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    Markov and the Discrete Event Simulation models used in the analysis. P1: Probability of graft failure after transplantation; P2: Probability of death after transplantation; P3: Probability of death after graft failure; P4: Probability of death while waitlisted. T1: Time-to-graft failure after transplantation; T2: Time-to-death after transplantation; T3: Time-to-death after graft failure; T4: Time-to-death while waitlisted

    Journal: Health Economics Review

    Article Title: Time-to-event analysis in economic evaluations: a comparison of modelling methods to assess the cost-effectiveness of transplanting a marginal quality kidney

    doi: 10.1186/s13561-021-00312-4

    Figure Lengend Snippet: Markov and the Discrete Event Simulation models used in the analysis. P1: Probability of graft failure after transplantation; P2: Probability of death after transplantation; P3: Probability of death after graft failure; P4: Probability of death while waitlisted. T1: Time-to-graft failure after transplantation; T2: Time-to-death after transplantation; T3: Time-to-death after graft failure; T4: Time-to-death while waitlisted

    Article Snippet: Decision analytic models: a Markov model and a Discrete event simulation model were constructed using TreeAge Pro 2020 with the purpose of estimating the incremental costs and quality-adjusted life years (QALY) (Fig. ).

    Techniques: Transplantation Assay

    Cost (AUD), QALY and net monetary benefit per patient by model and time-horizon for the Markov and DES models

    Journal: Health Economics Review

    Article Title: Time-to-event analysis in economic evaluations: a comparison of modelling methods to assess the cost-effectiveness of transplanting a marginal quality kidney

    doi: 10.1186/s13561-021-00312-4

    Figure Lengend Snippet: Cost (AUD), QALY and net monetary benefit per patient by model and time-horizon for the Markov and DES models

    Article Snippet: Decision analytic models: a Markov model and a Discrete event simulation model were constructed using TreeAge Pro 2020 with the purpose of estimating the incremental costs and quality-adjusted life years (QALY) (Fig. ).

    Techniques: