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- Jordan–Wigner_transformation abstract "The Jordan–Wigner transformation is a transformation that maps spin operators onto fermionic creation and annihilation operators. It was proposed by Pascual Jordan and Eugene Wigner for one-dimensional lattice models, but now two-dimensional analogues of the transformation have also been created. The Jordan–Wigner transformation is often used to exactly solve 1D spin-chains such as the Ising and XY models by transforming the spin operators to fermionic operators and then diagonalizing in the fermionic basis. This transformation actually shows that the distinction between spin-1/2 particles and fermions is nonexistent. It can be applied to systems with an arbitrary dimension.".
- Jordan–Wigner_transformation wikiPageExternalLink fermions_and_jordan_wigner.pdf.
- Jordan–Wigner_transformation wikiPageID "18007622".
- Jordan–Wigner_transformation wikiPageLength "4541".
- Jordan–Wigner_transformation wikiPageOutDegree "23".
- Jordan–Wigner_transformation wikiPageRevisionID "694831678".
- Jordan–Wigner_transformation wikiPageWikiLink Category:Condensed_matter_physics.
- Jordan–Wigner_transformation wikiPageWikiLink Category:Lattice_models.
- Jordan–Wigner_transformation wikiPageWikiLink Category:Quantum_field_theory.
- Jordan–Wigner_transformation wikiPageWikiLink Category:Statistical_mechanics.
- Jordan–Wigner_transformation wikiPageWikiLink Classical_XY_model.
- Jordan–Wigner_transformation wikiPageWikiLink Commutator.
- Jordan–Wigner_transformation wikiPageWikiLink Creation_and_annihilation_operators.
- Jordan–Wigner_transformation wikiPageWikiLink Eugene_Wigner.
- Jordan–Wigner_transformation wikiPageWikiLink Fermion.
- Jordan–Wigner_transformation wikiPageWikiLink Ising_model.
- Jordan–Wigner_transformation wikiPageWikiLink Klein_transformation.
- Jordan–Wigner_transformation wikiPageWikiLink Lattice_model_(physics).
- Jordan–Wigner_transformation wikiPageWikiLink Operator_(mathematics).
- Jordan–Wigner_transformation wikiPageWikiLink Order_operator.
- Jordan–Wigner_transformation wikiPageWikiLink Pascual_Jordan.
- Jordan–Wigner_transformation wikiPageWikiLink Pauli_matrices.
- Jordan–Wigner_transformation wikiPageWikiLink S-duality.
- Jordan–Wigner_transformation wikiPageWikiLink Spin-½.
- Jordan–Wigner_transformation wikiPageWikiLink Spin_(physics).
- Jordan–Wigner_transformation wikiPageWikiLink t_Hooft_operator.
- Jordan–Wigner_transformation wikiPageWikiLinkText "Jordan-Wigner string".
- Jordan–Wigner_transformation wikiPageWikiLinkText "Jordan–Wigner transformation".
- Jordan–Wigner_transformation wikiPageUsesTemplate Template:Context.
- Jordan–Wigner_transformation subject Category:Condensed_matter_physics.
- Jordan–Wigner_transformation subject Category:Lattice_models.
- Jordan–Wigner_transformation subject Category:Quantum_field_theory.
- Jordan–Wigner_transformation subject Category:Statistical_mechanics.
- Jordan–Wigner_transformation hypernym Transformation.
- Jordan–Wigner_transformation type Model.
- Jordan–Wigner_transformation type ProgrammingLanguage.
- Jordan–Wigner_transformation type Chromodynamic.
- Jordan–Wigner_transformation type Mechanic.
- Jordan–Wigner_transformation type Model.
- Jordan–Wigner_transformation type Page.
- Jordan–Wigner_transformation type Physic.
- Jordan–Wigner_transformation type Redirect.
- Jordan–Wigner_transformation comment "The Jordan–Wigner transformation is a transformation that maps spin operators onto fermionic creation and annihilation operators. It was proposed by Pascual Jordan and Eugene Wigner for one-dimensional lattice models, but now two-dimensional analogues of the transformation have also been created.".
- Jordan–Wigner_transformation label "Jordan–Wigner transformation".
- Jordan–Wigner_transformation sameAs Q898893.
- Jordan–Wigner_transformation sameAs Jordan-Wigner-Transformation.
- Jordan–Wigner_transformation sameAs Transformación_de_Jordan-Wigner.
- Jordan–Wigner_transformation sameAs m.047sf9w.
- Jordan–Wigner_transformation sameAs Q898893.
- Jordan–Wigner_transformation sameAs 喬丹–維格納變換.
- Jordan–Wigner_transformation wasDerivedFrom Jordan–Wigner_transformation?oldid=694831678.
- Jordan–Wigner_transformation isPrimaryTopicOf Jordan–Wigner_transformation.