General existence theorem: Difference between revisions
From Rice Wiki
(Created page with "Every Second order linear homogeneous ODE with continuous coefficients has a fundamental set of solutions. This is proven by handpicking a set of initial conditions such that the Wronskian is 1.") |
No edit summary |
||
| Line 1: | Line 1: | ||
[[Category:Differential Equations]] | |||
Every [[Second order linear ODE|Second order linear homogeneous ODE]] with continuous coefficients has a fundamental set of solutions. | Every [[Second order linear ODE|Second order linear homogeneous ODE]] with continuous coefficients has a fundamental set of solutions. | ||
This is proven by handpicking a set of initial conditions such that the [[Wronskian]] is 1. | This is proven by handpicking a set of initial conditions such that the [[Wronskian]] is 1. | ||
Revision as of 22:57, 21 May 2024
Every Second order linear homogeneous ODE with continuous coefficients has a fundamental set of solutions.
This is proven by handpicking a set of initial conditions such that the Wronskian is 1.
