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Advanced Quantum Mechanics Schwabl
· Problem 2.4
Bosons
Physics — Quantum Mechanics · hartree-fock-orthogonality
Problem
Show that the Hartree–Fock states
∣
i
⟩
≡
∣
φ
i
,
m
s
i
⟩
|i\rangle \equiv |\varphi_i, m_{s_i}\rangle
∣
i
⟩
≡
∣
φ
i
,
m
s
i
⟩
following from (2.3.7) are orthogonal and that the
ϵ
i
\epsilon_i
ϵ
i
are real.
Related theory
The Hartree Fock Energy And Fock Operator
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