concept
active
concept:quantum-mechanicsQuantum Mechanics
Theoretical framework Schrödinger argues is essential for explaining chemical stability of genes and hereditary substance against thermal perturbation.
Neighborhood — ranked by edge-count
Frameworks (1)
framework
- Heitler-London Theoryassociated_withQuantum-mechanical explanation for molecular bonding that Schrödinger claims is unique and necessary for understanding chemical stability.
Communities (1)
community
- Process Artmembers_of
Claims (1)
claim
- Central claim: without quantum-mechanical energy thresholds and discrete states, hereditary information could not survive across generations.
Concepts (3)
concept
- Negative Entropyassociated_withSchrödinger's concept that living systems maintain order by extracting 'negative entropy' (order) from environment, reconciling second law of thermodynamics.
- Entropyassociated_withA measurable physical quantity representing disorder; its increase is dictated by the second law of thermodynamics.
- Molecular StabilityimplementsThe resistance of a molecule to change configuration without external energy input, explained by quantum mechanics.
Related by similarity (8)
cosine ≥ 0.65 · no typed edgeEntities in the same semantic neighborhood but without a typed relation to this one — candidates for new edges or unrecognized duplicates.
- Pre-quantum physics based on point masses and deterministic laws, which cannot explain the stability of chemical bonds necessary for life.
- Justifies necessity of quantum framework rather than classical physics for biology; Heitler-London bondage unique feature not invented ad hoc.
- The branch of physics dealing with large numbers of particles, statistical laws, and the tendency to disorder, as described by Boltzmann and Gibbs.
- Crutchfield's framework inferring minimal causal models from stochastic processes; causal states and transition matrices.
- Diagrammatic approach to quantum theory using visual process representations.
- Quantum cryptography, leveraging quantum principles for secure communication
- The field providing the result that no finite system can measure entanglement entropy across its own boundary.