Article Title
Methods of Solution of Second Order Linear Equations on Time Scales
Abstract
A time scale, T, is a nonempty, closed subset of the real numbers, R. Several methods of solution exist for second order linear equations on a time scale. An advantage of these methods is that we can obtain solutions on a system comprising of continuous and/or discrete elements. After restricting the time scale to be R, these solutions are equivalent to those obtained using differential equations methods.
A time scale, T, is a nonempty, closed subset of the real numbers, R. Several methods of solution exist for second order linear equations on a time scale. An advantage of these methods is that we can obtain solutions on a system comprising of continuous and/or discrete elements. After restricting the time scale to be R, these solutions are equivalent to those obtained using differential equations methods.
Recommended Citation
Askew, Ashley
(2006)
"Methods of Solution of Second Order Linear Equations on Time Scales,"
Electronic Proceedings of Undergraduate Mathematics Day: Vol. 2, Article 2.
Available at:
https://ecommons.udayton.edu/epumd/vol2/iss1/2