Greetings!
I'm trying to solve some delay differential equations. The classic example, the Lotka-Volterra predation model illustrates the problem. This is solved in many places around the web*, always using a constant history (as far as I can tell). Usually, the ode system is solved for comparison, then the delayed system, using a constant history, like the last computed point of the ode system. I'd like to use that computed (approximated by, say, ode45, not analytical) solution of the non-delayed system as history, but can't figure out how. Help would be much appreciated.
* e.g., https://www.mathworks.com/matlabcentral/fileexchange/3899-tutorial-on-solving-ddes-with-dde23
