Significados de ordinary differential equation en inglés

Model equations are solved via the ordinary differential equation solver (ode23).

Such an equation is called an ordinary differential equation (ODE).

Study design: Theoretical analysis of ordinary differential equation models for sexually transmitted disease transmission within sex-partner networks.

An ordinary differential equation model is constructed for the formation of pheromone trails by ants on a pre-determined network.

Then twenty-eight ordinary differential equations are utilized to build the mathematical model.

This article considers a general class of nonautonomous discontinuous ordinary differential equations (ODE).

The governing nonlinear boundary layer equations are converted to coupled nonlinear ordinary differential equations using appropriate transformations.

Fitting Ordinary Differential Equation (ODE) models of signal transduction networks (STNs) to experimental data is a challenging problem.

The design of the optical element is reduced to the solution of two explicit ordinary differential equations of the first order.

Central to the framework is a worm-burden model using ordinary differential equations of disease transmission in risk groups defined by residence and occupation.

A so far scarcely applied technique is given by the derivation of ordinary differential equations from Boolean expressions, which are called logic ODEs.

In effect, the system of coupled ordinary differential equations can be replaced by multivariate linear models, which can be used as surrogate models.

The resulting model consists of fifteen (15) coupled ordinary differential equations capturing key aspects of inflammation such as pro-inflammation, anti-inflammation and hypermetabolism.

This framework is constructed by a system of quasi-dynamic ordinary differential equations (qdODEs) derived from the combination of ecological and evolutionary theories.

Background: A challenging problem in current systems biology is that of parameter inference in biological pathways expressed as coupled ordinary differential equations (ODEs).

Integraphs have also been constructed, by aid of which ordinary differential equations, especially linear ones, can be solved, the solution being given as a curve.