- #1

- 4

- 0

I know that [itex](A\mp )\mp =A[/itex] . Where A is an Hermitian operator How does one go about proving this through the standard integral to find Hermitian adjoint operators?

I should mention, I don't want anyone to just flat out show me step by step how to do it. I'd just like a solid starting place.

[itex]\int (A\mp \psi*) \varphi dx = \int (\psi*)A\varphi dx[/itex]

I should mention, I don't want anyone to just flat out show me step by step how to do it. I'd just like a solid starting place.

[itex]\int (A\mp \psi*) \varphi dx = \int (\psi*)A\varphi dx[/itex]

Last edited: