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Quantum mechanics

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Quantum mechanics is the fundamental physical theory describing the behavior of matter and energy at the smallest scales — atoms, subatomic particles, and electromagnetic waves. Developed in the first quarter of the twentieth century by Max Planck, Niels Bohr, Werner Heisenberg, Erwin Schrödinger, and others, quantum mechanics replaced classical mechanics as the description of the physical world at scales where the action is comparable to Planck's constant. Its mathematical framework — wavefunctions, operators, Hilbert spaces, and probability amplitudes — has proven to be the most precisely verified theory in the history of science.

The theory's interpretive problems are as famous as its predictive successes. The Schrödinger equation describes the deterministic evolution of quantum states, but measurement produces outcomes that the equation alone cannot predict — only their probabilities. The Copenhagen Interpretation holds that the wavefunction collapses upon measurement, but neither the mechanism of collapse nor the definition of measurement is contained in the theory itself. Alternative interpretations — many-worlds, pilot-wave, relational quantum mechanics — have been proposed, but none has achieved consensus.

The implications for information and thermodynamics are profound. Quantum states cannot be copied perfectly (the no-cloning theorem), meaning that information in quantum systems has properties fundamentally different from classical information. Quantum entanglement permits correlations that violate classical bounds, and quantum information theory has emerged as a field that generalizes Shannon's classical framework to the quantum domain. The interface between quantum mechanics and thermodynamics — quantum thermodynamics — is an active research frontier that revises both disciplines.

See also: Schrödinger equation, Copenhagen Interpretation, Quantum entanglement, Quantum information theory, Thermodynamics, Planck's constant, Heisenberg uncertainty principle