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Research article

First published 2022-3

Nonlinear flame response modelling by a parsimonious set of ordinary differential equations

Gregor Doehner, Matthias Haeringer, Camilo F. Silva

International Journal of Spray and Combustion Dynamics

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Research article

First published 2003-5

Parameter Identification For Oscillating Chemical Reactions Modelled By Systems Of Ordinary Differential Equations

L.K. Babadzanjanz, J.A. Boyle, D.R. Sarkissian [...]

Journal of Computational Methods in Sciences and Engineering

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Research article

First published 2024-10

Dynamic survival analysis: Modelling the hazard function via ordinary differential equations

J Andres Christen, F Javier Rubio

Statistical Methods in Medical Research

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Research article

First published 2023-05

Estimation of Ordinary Differential Equation Models for Gene Regulatory Networks Through Data Cloning

Donghui Son, Jaejik Kim

Journal of Computational Biology

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Research article

First published 2017-12

On estimating the impact of information spreading in a consumer market modeled by probabilistic cellular automata and ordinary differential equations

PHT Schimit, DF Barros Junior, SA Araújo

SIMULATION

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Other

First published 1996-11

When System Dynamics ODE Models Fail

Stanislaw Raczynski

SIMULATION

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Research article

First published 2018-7

Profile likelihood-based analyses of infectious disease models

Christian Tönsing, Jens Timmer, Clemens Kreutz

Statistical Methods in Medical Research

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Research article

First published 2018-9

Modeling qRT-PCR dynamics with application to cancer biomarker quantification

Inna Chervoneva, Boris Freydin, Terry Hyslop [...]

Statistical Methods in Medical Research

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Research article

First published 2013-2

Bayesian P-spline estimation in hierarchical models specified by systems of affine differential equations

Jonathan Jaeger, Philippe Lambert

Statistical Modelling

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Research article

First published 2018-6

From time series analysis to a modified ordinary differential equation

Meiyu Xue, Choi-Hong Lai

Journal of Algorithms & Computational Technology

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