A momentum eigenstate is an eigenstate of the momentum operator. In one dimension it is a plane wave eikx with momentum eigenvalue ℏk.
Ancestors (5)
Incoming links (173)
- Ancilla preparation for the Bernstein-Vazirani algorithm
- Bell-state nondemolition measurement
- Berry phase of a Bloch-sphere latitude
- Bohmian circulation of an angular-momentum eigenstate
- Born rule
- Charged oscillator basis of a scalar doublet
- Conditional motional heating and recoil averaging
- Cross-pair cancellation need not diagonalize a bosonic Hamiltonian
- Cyclic phase of a spin in a rotating field
- Dark state of a driven Hamiltonian
- Dressed state
- Fermi contours of an isotropic Rashba band
- Harmonic-oscillator number-state second moments
- Hellmann–Feynman theorem
- Massive two-dimensional Dirac Hamiltonian
- Modular multiplication eigenstates
- Moving-wall derivative coupling
- Nondegenerate energy eigenvalue
- Number state
- Observable matrices in an energy basis
- Particle-number phase symmetry
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- Pauli-matrix spectral projectors
- Pauli Y eigenstate
- Phase winding of a condensate
- Positive operator-valued measure
- Positive-phase fractional power of a unitary operator
- Radial superpartner in three-dimensional supersymmetric quantum mechanics
- Radial wavefunction
- Separation of a two-dimensional central-potential eigenstate
- Single-qubit process tomography
- Spin eigenstate
- Spin expectation value
- Spin uncertainty state dependence
- Tensor-product eigenphase amplification
- Three-axis obstruction to unitary qubit orthogonalization
- Three-site tight-binding ring
- Transverse electronic mode
- Two-level observable transition probability
- Weak spin-forbidden Paschen-Back line
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