Recent content by spastic

A very general question: What do the real and imaginary parts of a wave function correspond to physically? Cheers

Ah, thanks. That makes things heaps easier. Cheers,

When you solve something and it gives answers like this: {σ -> 0.653831, μ -> 9.31514, γ -> 7.22386}, how do you get it to give {0.653831, 9.31514, 7.22386}, i.e a set without the symbols? Cheers,

e^x goes to 1 as x goes to 0. e^x goes to 0 as x goes to negative infinity e^x goes to infinity as x goes to infinity (no limit) Is that what you're after?

Thanks mate. I didn't expect such a long reply and one quite so theoretical. It'll take me a bit to mull over so cheers!

What does it mean to operate with \frac{d}{\vec{v}} where v is a vector? Say you have another vector q, how do you do \frac{d\vec{v}} {d\vec{q}}[\itex]? What about [itex]\frac{d\vec{v}} {d\vec{v}}? (Can't remember how to do the proper font sorry)