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Multiple choice
A coherent state
∣
α
⟩
|\alpha\rangle
∣
α
⟩
of the harmonic oscillator is defined by which property?
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It is an eigenstate of the creation operator
a
†
a^\dagger
a
†
It is an eigenstate of the Hamiltonian
H
H
H
with a definite, sharp energy
It is an eigenstate of the annihilation operator
a
a
a
, with
a
∣
α
⟩
=
α
∣
α
⟩
a|\alpha\rangle = \alpha|\alpha\rangle
a
∣
α
⟩
=
α
∣
α
⟩
for a complex number
α
\alpha
α
It is a single number state
∣
n
⟩
|n\rangle
∣
n
⟩
with a fixed, definite photon number
n
n
n
Check answer