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The 87 pages that link to Quantum state, each with the reason it gives.

• Quantum measurementRelated: Measurement outcomes are predicted from the state, which is then updated relative to the result.

• Fermi–Dirac statisticsRelated: The distribution assigns an occupation to each available single-particle state.

• Inner productRelated: Inner products determine transition amplitudes between quantum states.

• Bose–Einstein statisticsRelated: Statistics specifies how bosons are distributed among these states.

• Werner HeisenbergRelated: Quantum states provide the framework in which Heisenberg’s uncertainty relation constrains measurement predictions.

• Wolfgang PauliRelated: Pauli’s exclusion principle restricts which states identical fermions can share.

• ObservableRelated: The state determines the probability distribution for measuring this observable.

• Heisenberg uncertainty principleRelated: The uncertainties depend on the state in which the observables are prepared.

• Measurement problemRelated: The problem asks whether this representation describes reality or only predicts observations.

• Orthonormal basisRelated: Measurement probabilities are computed from components in an orthonormal basis of states.

• Elastic scatteringRelated: The unchanged internal states specify which quantum scattering channels count as elastic.

• Inner product spaceRelated: Inner products determine transition amplitudes between pure states.

• Fermi gasRelated: The model counts the states available for fermion occupation.

• Quantum information scienceRelated: Quantum states are the carriers whose information the field seeks to preserve or transform.

• Correspondence principleRelated: Correspondence compares predictions derived from quantum states with classical observables.

• Relational quantum mechanicsRelated: In this interpretation, a state describes information relative to a system, not an absolute condition.

• Inelastic scatteringRelated: Inelastic events often move the target between distinct quantum states.

• Bose–Einstein distributionRelated: The distribution assigns a mean occupation to each available state.

• Wigner classificationRelated: Representations describe how particle states transform under spacetime symmetries.

• Chern numberRelated: The varying eigenstates of a band provide the geometric data used to define its Chern number.

• Bose gasRelated: Bose statistics specify how many gas particles can occupy each such state.

• Atomic systemRelated: Specifies the system's possible configurations and measurement outcomes.

• Bra–ket notationRelated: A ket commonly represents a pure quantum state.

• David J. WinelandRelated: Preparing and measuring quantum states is the central experimental challenge Wineland addressed.

• Schwinger's quantum action principleRelated: The principle relates variations of states to changes in dynamical amplitudes.