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- Holstein–Primakoff_transformation abstract "One of the very important aspects of quantum mechanics is the occurrence of—in general—non-commuting operators which represent observables, quantities that we can measure.A standard example of a set of such operators are the three components of the angular momentum operators, which are crucial in many quantum systems.These operators are complicated, and we would like to be able to find a simpler representation, which can be used to generate approximate calculational schemes.The original Holstein-Primakoff transformation in quantum mechanics is a mapping from the angular momentum operators to boson creation and annihilation operators. As can be seen from a paper with about 1000 citations, this method has found widespread applicability and has been extended in many different directions. There is a close link to other methods of boson mapping of operator algebras; in particular the Dyson-Maleev technique, and to a lesser extent the Schwinger mapping. There is a close link to the theory of (generalized) coherent states in Lie algebras.".
- Holstein–Primakoff_transformation wikiPageID "12101027".
- Holstein–Primakoff_transformation wikiPageLength "4375".
- Holstein–Primakoff_transformation wikiPageOutDegree "22".
- Holstein–Primakoff_transformation wikiPageRevisionID "682207931".
- Holstein–Primakoff_transformation wikiPageWikiLink Angular_momentum.
- Holstein–Primakoff_transformation wikiPageWikiLink Boson.
- Holstein–Primakoff_transformation wikiPageWikiLink Category:Quantum_mechanics.
- Holstein–Primakoff_transformation wikiPageWikiLink Coherent_states.
- Holstein–Primakoff_transformation wikiPageWikiLink Commutative_property.
- Holstein–Primakoff_transformation wikiPageWikiLink Creation_and_annihilation_operators.
- Holstein–Primakoff_transformation wikiPageWikiLink Extremal_weight.
- Holstein–Primakoff_transformation wikiPageWikiLink Freeman_Dyson.
- Holstein–Primakoff_transformation wikiPageWikiLink Geometric_transformation.
- Holstein–Primakoff_transformation wikiPageWikiLink Irreducible_representation.
- Holstein–Primakoff_transformation wikiPageWikiLink Julian_Schwinger.
- Holstein–Primakoff_transformation wikiPageWikiLink Lie_algebra.
- Holstein–Primakoff_transformation wikiPageWikiLink Lie_algebras.
- Holstein–Primakoff_transformation wikiPageWikiLink Maleev.
- Holstein–Primakoff_transformation wikiPageWikiLink Map_(mathematics).
- Holstein–Primakoff_transformation wikiPageWikiLink Non-commuting.
- Holstein–Primakoff_transformation wikiPageWikiLink Noncommuting.
- Holstein–Primakoff_transformation wikiPageWikiLink Observable.
- Holstein–Primakoff_transformation wikiPageWikiLink Observables.
- Holstein–Primakoff_transformation wikiPageWikiLink Operator_(mathematics).
- Holstein–Primakoff_transformation wikiPageWikiLink Quantum_mechanics.
- Holstein–Primakoff_transformation wikiPageWikiLink Quantum_number.
- Holstein–Primakoff_transformation wikiPageWikiLink Quantum_numbers.
- Holstein–Primakoff_transformation wikiPageWikiLink Taylor_series.
- Holstein–Primakoff_transformation wikiPageWikiLink Transformation_(geometry).
- Holstein–Primakoff_transformation wikiPageWikiLinkText "Holstein–Primakoff transformation".
- Holstein–Primakoff_transformation hasPhotoCollection Holstein–Primakoff_transformation.
- Holstein–Primakoff_transformation wikiPageUsesTemplate Template:Reflist.
- Holstein–Primakoff_transformation subject Category:Quantum_mechanics.
- Holstein–Primakoff_transformation comment "One of the very important aspects of quantum mechanics is the occurrence of—in general—non-commuting operators which represent observables, quantities that we can measure.A standard example of a set of such operators are the three components of the angular momentum operators, which are crucial in many quantum systems.These operators are complicated, and we would like to be able to find a simpler representation, which can be used to generate approximate calculational schemes.The original Holstein-Primakoff transformation in quantum mechanics is a mapping from the angular momentum operators to boson creation and annihilation operators. ".
- Holstein–Primakoff_transformation label "Holstein–Primakoff transformation".
- Holstein–Primakoff_transformation sameAs Holstein-Primakoff-Boson.
- Holstein–Primakoff_transformation sameAs ホルシュタイン-プリマコフ変換.
- Holstein–Primakoff_transformation sameAs m.02vpwwk.
- Holstein–Primakoff_transformation sameAs Преобразование_Гольштейна_—_Примакова.
- Holstein–Primakoff_transformation sameAs Q1625120.
- Holstein–Primakoff_transformation sameAs Q1625120.
- Holstein–Primakoff_transformation wasDerivedFrom Holstein–Primakoff_transformation?oldid=682207931.
- Holstein–Primakoff_transformation isPrimaryTopicOf Holstein–Primakoff_transformation.