I need to solve an integral with delay like int( I(t-tau) dt) where tau is delay.
Is the delay just a fixed parameter?
If yes, you can make a variable replacement: x = t - tau, dt -> dx. The integral will be simple int( I(x) dx).
It is a fixed parameter, and I solved like you wrote, but I want to know if I can solve this integral with a not fixed parameter.
Do you mean int( I( t - tau(t)) dt ) ?
I think the full solution is possible only in special cases can be found with tables or using some specific substitutes.
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