Heh...which is why I got a B
•••quote:•••Originally posted by imtiaz:
•hermitian operators are operators in matrix form (Dirac notation) that equal their transpose. if A is a hermitian operator, A = A*(transpose) or in functional form (Shroedinger notation) A = A*. where * denotes the complex conjugate of the ijth element or of the function in question. it falls out, then, that all hermitian operators must then have real eigenvalues.
what you're talking about are hermite polynomials (solutions to the harmonic oscillator wavefunctions)
same guy, different discovery.
•••quote:•••Originally posted by rxfudd:
•••quote:•••Originally posted by vkrn:
This is a dumb question, I'm sure, but you have to use calculus in P-Chem, right?
I wasn't a science major.•••••It's not even like you
use calculus in PChem - it's essentially another calculus class, which is what makes it so difficult. The chemistry really gets blurred into all the math...
I think quantum went right by me without me learning any actual chemistry. I'm all about
Hermite polynomials, though...••••[/QB]••••