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Quantum Mechanics

Quantum mechanics is a physical theory that uses quantum states to predict measurement probabilities.

Type: Field Domain: Physics Era: 1900 — 1930

Overview

Pure states can be represented by normalized vectors in Hilbert space; density operators also describe mixed states. Between measurements, an isolated system evolves deterministically under unitary dynamics, while the state determines measurement probabilities. Quantum superposition, entanglement, wave-particle duality and uncertainty relations characterize the theory.

Why it matters

Quantum mechanics provides the theoretical foundation for modern atomic physics, condensed matter physics, and molecular chemistry. Practical implementations include semiconductor electronics, solid-state lasers, magnetic resonance imaging, and developing quantum computing architectures.

Where it leads

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