This page requires that JavaScript be enabled in your browser.
Learn how »
Natural Solutions to Delay Differential Equations
James Sturnfield
This presentation illustrates the calculation of natural solutions for problems containing delay differential equations (DDE) with a single time delay for both linear and nonlinear equations, with and without starting conditions being specified. In addition, examples of using this approach for fitting data of processes that include time delays are demonstrated. In particular, some data from the epidemiology of COVID-19 is examined.
Thanks for your feedback.
Channels: Technology Conference
1311 videos match your search.
|
Carlo Giacometti |
|
Daniel Bigham & Todd Reichert |
|
Ed Pegg |
|
Emmanuel Garces |
|
Fahim Chandurwala |
|
Gautam Anand & Rahul Jaiswal |
|
George Varnavides |
|
George Woodrow III |
|
Jan Brugard |
|
Jan Poeschko |
|
Jason Biggs |
|
Jason Harris |
|
John Fultz |
|
Keiko Hirayama |
|
Kyle Keane |
|
Lou D'Andria & Peter Falloon |
|
Maik Meusel |
|
Mark Braithwaite |
|
Mark Kotanchek |
|
Maureen Baehr & Benji Bernstein |