This category contains all control problems which are governed by a parabolic partial differential equation.
A second order linear partial differential equation can be written as .
If the matrix is positive or negative semidefinite with exact one eigenvalue zero, the partial differential equation is called parabolic.
An example is the heat equation: , where denotes the Laplace operator, is the unknown, and the function is given.
Pages in category "Parabolic"
This category contains only the following page.