Hello,
I am wondering if there is a way to obtain integrals of the form
⟨κ ϕ(x) | op | ϕ(x)⟩,
where κ is the complex-conjugation operator and ϕ(x) are spinors. Essentially I am trying to get complex-symmetric integrals,
∫ ϕ(x) op ϕ(x) dx,
rather than conventional Hermitian integrals,
∫ ϕ(x)* op ϕ(x) dx.
Many thanks for the help!
Hello,
I am wondering if there is a way to obtain integrals of the form
⟨κ ϕ(x) | op | ϕ(x)⟩,
where κ is the complex-conjugation operator and ϕ(x) are spinors. Essentially I am trying to get complex-symmetric integrals,
∫ ϕ(x) op ϕ(x) dx,
rather than conventional Hermitian integrals,
∫ ϕ(x)* op ϕ(x) dx.
Many thanks for the help!