Calculus of Variations:
The shortest distance between two points is not always a straight line
Kathryn Hunninen
Abstract: The calculus of variations is a method of finding the
function of a curve line or surface that is an optima (maximum or
minimum). Often the optimal function or curve is a solution to a
differential equation, found through the methods of calculus of
variations. Applications include problems in economics, general
relativity and quantum mechanics.
The final product of this project is a poster including a basic
explanation of this little-known branch of mathematics. In addition, a
supplementary folder of example applications is available for a
further look at the explored methods.
[Odes Final Projects]
Web page maintained by dave@hornacek.coa.edu.