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Rule forbidding the coherence of certain states
In quantum mechanics, superselection extends the concept of selection rules. Superselection rules are postulated rules forbidding the preparation of quantum
Superselection
Reference frame in quantum mechanics
frame is mathematically equivalent to superselection rules. This is a powerful statement because superselection rules have long been thought to have axiomatic
Quantum_reference_frame
American physicist (1922–2013)
book. Together with Eugene Wigner and Gian-Carlo Wick, he introduced superselection rules and studied the representations of commutator and anti-commutator
Arthur_Wightman
Process in quantum mechanics
In quantum mechanics, einselections, short for "environment-induced superselection", is a name coined by Wojciech H. Zurek for a process which is claimed
Einselection
Italian theoretical physicist (1909–1992)
Wick, G. -C.; Wightman, A. S.; Wigner, Eugene P. (15 June 1970). "Superselection Rule for Charge". Physical Review D. 1 (12). American Physical Society
Gian_Carlo_Wick
Process by which a quantum system takes on a definitive state
only one of them. The form of decoherence known as environment-induced superselection proposes that when a quantum system interacts with the environment,
Wave_function_collapse
Type of dressed particle
infinity, which is determined by the velocity of a point charge, defines superselection sectors for the particle's Hilbert space. This is unlike the usual Fock
Infraparticle
Scientific study of digital information
Rudolph, Terry; Spekkens, Robert W. (April–June 2007). "Reference frames, superselection rules, and quantum information". Reviews of Modern Physics. 79 (2):
Information_theory
selectance, selectee, selection, selective, selectivity, selector, superselection, uniselector leg- law Latin lex, legis allege, disloyal, disloyalty
List of Greek and Latin roots in English/H–O
List_of_Greek_and_Latin_roots_in_English/H–O
Theoretical subdimensional particle
position. However, a loosening of the concept of superselection sector, known as the quotient superselection sector, effectively ignores two-dimensional particles
Fracton (subdimensional particle)
Fracton_(subdimensional_particle)
Term in quantum field theory
corresponds to a rotation by 2π. This splits the Hilbert space into two superselection sectors. Bosonic operators commute with (−1)F whereas fermionic operators
(−1)F
Mathematical model of ferromagnetism in statistical mechanics
established that the magnetization in the Ising model eventually defines superselection sectors, separated domains not linked by finite fluctuations. Kramers
Ising_model
Loss of quantum coherence
coherence) with each other. This is called "environmentally-induced superselection", or einselection. The decohered elements of the system no longer exhibit
Quantum_decoherence
Formal constraint in quantum mechanics
perpendicular to the surface will be observed in the vibrational spectrum. Superselection rule Spin-forbidden reactions Singlet fission Harris & Bertolucci, p
Selection_rule
Theorem in the mathematical formulation of quantum mechanics
Particle physics and representation theory Here the possibility of superselection rules is ignored. It may be the case that a system cannot be prepared
Wigner's_theorem
Interpretation of quantum mechanics
quantum-mechanical description of the cat-and-particle system must include a superselection rule.) "Wigner's friend" is a thought experiment intended to make that
Copenhagen_interpretation
Axiomatization of quantum field theory
ourselves to a superselection sector. The cyclicity of the vacuum demanded by the Wightman axioms means that they describe only the superselection sector of
Wightman_axioms
Presence/absence of symmetry or correlation in a many-particle system
chromodynamics is an ordering transition; it is discussed in terms of superselection. Entropy Topological order Impurity Superstructure (condensed matter)
Order_and_disorder
German physicist
Doplicher and John E. Roberts, elucidated the possible structure of the superselection sectors of the observables in theories with short-range forces. Sectors
Rudolf_Haag
Special collection of states in closed string theory
)=g[X(\sigma ,\tau )]} For each conjugacy class of G, we have a different superselection sector (wrt the worldsheet). The conjugacy class consisting of the identity
Twisted_sector
Axiomatic approach to quantum field theory
representations. Each irreducible representation (up to equivalence) is called a superselection sector. We assume there is a pure state called the vacuum such that
Algebraic quantum field theory
Algebraic_quantum_field_theory
Italian mathematical physicist (1940–2025)
collaboration with Rudolf Haag. With John E. Roberts and Haag, he examined superselection rules in the algebraic quantum field theory, providing the first proof
Sergio_Doplicher
Mathematical structures that allow quantum mechanics to be explained
Hamiltonian cannot be split into a free and an interacting part within a superselection sector. Moreover, even if in the Schrödinger picture the Hamiltonian
Mathematical formulation of quantum mechanics
Mathematical_formulation_of_quantum_mechanics
Grand Unified Theory proposed in 1974
stabilizer of the VEV). In other words, there are at least three different superselection sections, which is typical for supersymmetric theories. Only case III
Georgi–Glashow_model
Type of topological solutions in non-linear sigma models
whose integral depends only upon the homotopy class; this results in superselection sectors in the quantized model. In (1 + 1)-dimensional spacetime, a
Skyrmion
Bell's theorem, EPR paradox and CHSH inequality quantum teleportation superselection rule quantum erasure delayed choice experiment Quantum Zeno effect premeasurement
Glossary of quantum philosophy
Glossary_of_quantum_philosophy
Recipe for constructing a quantum analog of a classical physical theory
(2006). From Micro to Macro Quantum Systems, (A Unified Formalism with Superselection Rules and Its Applications). World Scientific. ISBN 978-1-86094-625-7
Geometric_quantization
quantum-mechanical potentials Introduction to quantum mechanics Exception: superselection rules Some textbooks (e.g. Cohen Tannoudji, Liboff) define "stationary
Glossary of elementary quantum mechanics
Glossary_of_elementary_quantum_mechanics
Constraints on possible particle properties
infraparticles moving with different velocities belong to different superselection sectors. Let's say they have momenta p′ and p respectively. Then as
Weinberg–Witten_theorem
Physics associated with critical points
or temperature is raised above T c {\displaystyle T_{c}} . See also superselection sector The main mathematical tools to study critical points are renormalization
Critical_phenomena
selectance, selectee, selection, selective, selectivity, selector, superselection, uniselector leg- law Latin lex, legis allege, disloyal, disloyalty
List of Greek and Latin roots in English/L
List_of_Greek_and_Latin_roots_in_English/L
Yang–Mills–Higgs magnetic monopole
equivalent to the topological sphere S 2 {\displaystyle S^{2}} . So, the superselection sectors are classified by the second homotopy group of Σ {\displaystyle
't_Hooft–Polyakov_monopole
Season of television series
competed in duets. Every duo performed a song they were given. The superselection took place in an old sewage treatment plant in Prague, Czech Republic
Česko Slovenská SuperStar season 7
Česko_Slovenská_SuperStar_season_7
Australian physicist
entanglement, and ability to act as a reference system, under arbitrary superselection rules". Physical Review A. 77 (3) 032114. arXiv:quant-ph/0501121. Bibcode:2008PhRvA
Joan_Vaccaro
Turkish-American theoretical physicist (1926–1994)
Conformally Covariant Coupled Field Equations 1983 Negative-Norm States, Superselection Rules, and the Lepton Family 1983 Relativistic Oscillator Linearly Rising
Asım_Orhan_Barut
Type of order at absolute zero
fermionic anyons, it cannot be used as a quantum memory as fermion parity superselection does not allow for superpositions of the logical states. Topologically
Topological_order
Yang–Mills theory vacuum state
different physics. In other words, the Hilbert space decomposes into superselection sectors since expectation values of gauge invariant operators between
Theta_vacuum
Italian mathematician
(link) Longo, Roberto (1994). "Inclusions of von Neumann algebras and superselection structures". 11th International Conference on Mathematical Physics (ICMP-11)
Roberto_Longo_(mathematician)
Concept of universality in physical science
with anti-de Sitter asymptotics. If so, this could describe a kind of superselection sector of the putative background-independent theory. But it would still
Background_independence
New Zealand physicist (born 1968)
S2CID 250755905. Marolf, D; Peet, AW (1999). "Brane baldness versus superselection sectors". Physical Review D. 60 (10) 105007. arXiv:hep-th/9903213. Bibcode:1999PhRvD
A._W._Peet
distinguished concerning their possible fulfillment of the Messiah–Greenberg superselection rule. This rule states that the symmetry of the wave function of a steady
VIP2_experiment
American philosopher of physics (born 1942)
ISSN 0039-7857. S2CID 6367326. Earman, John (September 27, 2008). "Superselection Rules for Philosophers". Erkenntnis. 69 (3). Springer Science and Business
John_Earman
Notion in statistical mechanics
S N {\displaystyle S_{N}} is an observable). This allows different superselection sectors, each parameterized by a Young diagram of S N {\displaystyle
Parastatistics
Type of monoidal category
C {\displaystyle {\mathcal {C}}} have finitely many distinct types (superselection sectors) and that every quasiparticle can be broken down via measurements
Modular_tensor_category
Abstract mathematical group
Since its presence is due to a central extension, it is subject to a superselection rule which guarantees that, in any physical system having Virasoro symmetry
Virasoro_group
Superradiant laser Supersaturation Superseded scientific theories Superselection Superselection rule Supersolid Supersonic fracture Supersonic speed Supersonic
Index_of_physics_articles_(S)
Formulations of quantum mechanics
Hamiltonian cannot be split into a free and an interacting part within a superselection sector. Moreover, even if in the Schrödinger picture the Hamiltonian
Dynamical_pictures
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Biblical
speaking well of the Lord
Surname or Lastname
Czech and Slovak
Czech and Slovak : variant of Zeman ‘yeoman farmer’.Jewish (Ashkenazic) variant of Seemann.English : variant spelling of Seaman.
Male
Scandinavian
Variant spelling of Scandinavian Kai, KAJ means "lord." Compare with feminine Kaj.
Male
Croatian
, addition, or, Jehovah will add.
Boy/Male
Hindu, Indian, Kannada, Marathi, Telugu
Prosperous
Boy/Male
Tamil
Direction, Endless, Horizon end of Sky
Girl/Female
Gujarati, Hindu, Indian, Kannada, Malayalam, Marathi, Sanskrit, Telugu
Earth
Boy/Male
Danish, German, Norse
Son of Viking
Boy/Male
Biblical
Brother of iniquity; brother of the shepherd.
Surname or Lastname
English
English : variant spelling of Wimpey.
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