Quantum theory
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Names and connections
Quantum dynamics; Quantum mechanics; Quantum physics
- Broader: Physics
- Narrower: Basis sets (Quantum mechanics)
- Narrower: Bell's theorem
- Narrower: Born approximation
- Narrower: Causality (Physics)
- Narrower: Clebsch-Gordan coefficients
- Narrower: Commutation relations (Quantum mechanics)
- Narrower: Complementarity (Physics)
- Narrower: Correspondence principle (Quantum mechanics)
- Narrower: Density matrices
- Narrower: Dispersion relations
- Narrower: Einstein-Podolsky-Rosen experiment
- Narrower: Energy levels (Quantum mechanics)
- Narrower: Energy-band theory of solids
- Narrower: Exciton theory
- Narrower: Factorization method (Quantum theory)
- Narrower: Few-body problem
- Narrower: Feynman diagrams
- Narrower: Geometric quantization
- Narrower: Geometric quantum phases
- Narrower: Gleason measures
- Narrower: Hamiltonian operator
- Narrower: Heisenberg uncertainty principle
- Narrower: Internal conversion (Nuclear physics)
- Narrower: Isobaric spin
- Narrower: Mössbauer effect
- Narrower: Nonrelativistic quantum mechanics
- Narrower: Parity nonconservation
- Narrower: Particles (Nuclear physics)--Charm
- Narrower: Particles (Nuclear physics)--Helicity
- Narrower: Path integrals
- Narrower: Pauli exclusion principle
- Narrower: Perturbation (Quantum dynamics)
- Narrower: Polaritons
- Narrower: Quantization conditions
- Narrower: Quantum Bayesianism
- Narrower: Quantum Hall effect
- Narrower: Quantum chaos
- Narrower: Quantum chemistry
- Narrower: Quantum cosmology
- Narrower: Quantum cryptography
Up to 40 narrower headings are shown. Full Library of Congress authority record
Local answer status
No owner-reviewed answer has been published for this exact subject page. This is a gap in this collection; it does not establish that the answer is unavailable elsewhere.
Numeric address and provenance
Morton address: 903051166080975428 · morton4x16-v1
Coordinates: (0, 20, 19115, 29696). The address interleaves categorical identifier bits. Nearby addresses are not guaranteed to describe semantically similar subjects.
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