| Title | Summary |
|---|---|
| Second-Order Linear Equations: Nonhomogeneous Equations | Paul's On-Line Notes introducing second-order nonhomogeneous linear equations. They show that a general solution can be constructed from a particular solution by adding a general solution of the associated homogeneous equation. The presentation is similar to the one in our text, but is restricted to the second-order case. |
| Continuation: General Theory for Inhomogeneous ODEs | Professor Mattuck (MIT video) presents the theory for second-order
nonhomogeneous linear equations. He uses the term inhomogeneous rather than nonhomogeneous. This lecture immediately followed his lecture on the theory for homogenous equations, which is why it is called a "continuation." He closes with some remarks about the behavior of solutions to homogeneous problems. |