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The mathematical model is a set of mixed first ordered ordinary differential equations (ODEs).
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That assumes the structure of a second-order ordinary differential equation.
The governing equations are formulated in terms of sets of first order ordinary differential equations.
In short order, ordinary people in industrialized countries were able to live, and look, like the Malayan royalty of old.
The mathematical model of the system is represented by three coupled second-order ordinary differential equations.
The N-dimensional Schroedinger equation is cast into a series of readily integrable first-order ordinary differential equations.
The CNT governing equations (fourth-order ordinary differential nonlinear equations with integral conditions) are solved by introducing a continuation algorithm.
The first suggested model is a dynamic system characterized by an unspecified r-order Ordinary Differential Equation (ODE).
Essentially a second order ordinary differential equation is solved for each mode as a function of the generalised coordinates.
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