Recent content by qu_bio

Yes I suppose it looks similar if F(t,t') -> F(t-t'), but my question is a little more general.

If I have a function defined over an integral, e.g. ## F(t') = \int_{-\infty}^{\infty} dt \tilde{F}(t,t') ## is there a standard way to denote this integral as being "Open", that is to say if I write ## H = F(t') G(t) ## I want this to mean ## H = \int_{-\infty}^{\infty} dt \tilde{F}(t,t')...

That seems to be what I was looking for, many thanks.

Greetings everyone, I have recently been trying to generate some theoretical pump probe spectroscopy data. The typical way to do this is via third order time dependent perturbation theory and applying phase matching approximations / Rotating wave approx etc etc. There is however, no...