Category:Examples of Constant Coefficient Homogeneous LSOODEs

This category contains examples of Homogeneous Linear Second Order ODE with Constant Coefficients.

A homogeneous linear second order ODE with constant coefficients is a second order ODE which can be manipulated into the form:

$y + p y' + q y = 0$

where $p$ and $q$ are real constants.

Thus it is a homogeneous linear second order ODE:

$y + \map P x y' + \map Q x y = 0$

where $\map P x$ and $\map Q x$ are constant functions.