💡 Words with a Similar Meaning to "Wavefunction collapse"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| wavefunctionnoun | (physics) A mathematical function that describes the propagation of the quantum mechanical wave associated with a particle (or system of particles), related to the probability of finding the particle in a particular region of space. |
| wave functionnoun | Alternative spelling of wavefunction. [(physics) A mathematical function that describes the propagation of the quantum mechanical wave associated with a particle (or system of particles), related to the probability of finding the particle in a particular region of space.] |
| measurement problemnoun | (quantum mechanics) The unresolved problem of what causes a wavefunction to collapse into an eigenstate, or whether wavefunctions collapse at all. |
| quantum measurement problemnoun | Alternative form of measurement problem. [(quantum mechanics) The unresolved problem of what causes a wavefunction to collapse into an eigenstate, or whether wavefunctions collapse at all.] |
| einselectionnoun | (quantum mechanics) A process claimed to explain wavefunction collapse and the emergence of classical descriptions of reality from quantum descriptions. In this approach, classicality is described as an emergent property induced in open quantum systems by their environments. |
| everett branchnoun | (quantum mechanics) A particular sequence of wavefunction collapses, which, according to the many-worlds interpretation of quantum mechanics, corresponds to a particular universe. |
| wave-particlenoun | (quantum mechanics) An entity which simultaneously has the properties of a wave and a particle. |
| waveiclenoun | Alternative form of wavicle. [(quantum mechanics) A wave-particle; an entity which simultaneously has the properties of a wave and a particle.] |
| waviclenoun | (quantum mechanics) A wave-particle; an entity which simultaneously has the properties of a wave and a particle. |
| heisenberg cutnoun | (quantum mechanics, philosophy of physics) A conceptualised division separating the quantum system being observed from the classical system that comprises the observer's information, knowledge and conscious awareness. |
| wigner's friendnoun | (physics, philosophy) The hypothetical observer in a thought experiment in which Wigner, absent when his friend observes the state of a particle (in some versions, Schrödinger's cat) as it collapses from quantum superposition, concludes that both the particle and his friend remain in quantum superposition until Wigner himself learns the result of the observation. |
| pseudowavefunctionnoun | A simplified approximation of an electron's wavefunction. |
| wave mechanicsnoun | (physics, mathematics) The mathematical basis for quantum mechanics in which light and subatomic particles have the characteristics of both waves and particles. |
| w statenoun | A quantum state of three qubits which has the following shape: |W⟩=1/√(|001⟩+|010⟩+|100⟩). It is remarkable for representing a specific type of multipartite entanglement and for occurring in several applications in quantum information theory. |
| many-worlds interpretationnoun | (quantum mechanics) An interpretation of quantum mechanics that claims to resolve all the "paradoxes" of quantum theory by allowing every possible outcome to every event to define or exist in its own "history" or "world". |
| electron wave functionnoun | (physics) A function of the position and spin of an electron; related to the probability of finding the electron in a specified position |
| quantonnoun | (physics) Any quantum entity that shows the properties of both a particle and a wave |
| eigenstatenoun | (physics) A dynamic quantum mechanical state whose wave function is an eigenvector that corresponds to a physical quantity. |
| matterwavenoun | (physics) A travelling particle considered in terms of its wavelike properties |
| atomic orbitalnoun | (quantum mechanics, physical chemistry) A mathematical function that describes the wave-like behavior of either one electron or a pair of electrons in an atom. This function can be used to calculate the probability of finding any electron of an atom in any specific region around the atom's nucleus. |
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