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The 62 pages that link to Ordinary differential equation, each with the reason it gives.

• Integrating factorNarrower topic: Integrating factors are chiefly used to transform ordinary differential equations.

• Osgood's lemmaNarrower topic: Osgood's uniqueness conclusion applies to solutions of these equations.

• Sofya KovalevskayaRelated: Her analysis of rigid-body motion led to differential equations governing the body's rotation.

• 0-dimensional systemsRelated: Time evolution in a 0-dimensional model is often expressed as ordinary differential equations.

• Chaos and nonlinear dynamicsRelated: Many continuous-time nonlinear models specify motion through differential equations.

• Dynamical system simulationRelated: It commonly specifies continuous-time state change.

• Field lineRelated: Tracing a field line amounts to solving an equation for a curve tangent to the field.

• Function of a real variableRelated: Its solutions are functions whose rates of change satisfy prescribed rules.

• Hartman–Grobman theoremRelated: For continuous-time systems, the theorem applies to the flow generated by a differential equation.

• Liouville's formulaNarrower topic: The formula extends a classical Wronskian result for scalar ordinary differential equations.

• Mathematical and theoretical biologyBroader topic: It represents rates of change in quantities such as population size or chemical concentration.

• Numerical methods for ordinary differential equationsNarrower topic: These algorithms target equations whose unknown functions depend on a single independent variable.