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- Variational_bicomplex abstract "In mathematics, the Lagrangian theory on fiber bundles is globally formulated in algebraic terms of the variational bicomplex, without appealing to the calculus of variations. For instance, this is the case of classical field theory on fiber bundles (covariant classical field theory).The variational bicomplex is a cochain complex of the differential graded algebra of exterior forms on jet manifolds of sections of a fiber bundle. Lagrangians and Euler–Lagrange operators on a fiber bundle are defined as elements of this bicomplex. Cohomology of the variational bicomplex leads to the global first variational formula and first Noether's theorem.Extended to Lagrangian theory of even and odd fields on graded manifolds, the variational bicomplex provides strict mathematical formulation of classical field theory in a general case of reducible degenerate Lagrangians and the Lagrangian BRST theory.".
- Variational_bicomplex wikiPageExternalLink 1214435235.
- Variational_bicomplex wikiPageExternalLink 0708.2434.
- Variational_bicomplex wikiPageExternalLink 9602163.
- Variational_bicomplex wikiPageID "23569508".
- Variational_bicomplex wikiPageLength "2433".
- Variational_bicomplex wikiPageOutDegree "23".
- Variational_bicomplex wikiPageRevisionID "627091043".
- Variational_bicomplex wikiPageWikiLink BRST_formalism.
- Variational_bicomplex wikiPageWikiLink BRST_quantization.
- Variational_bicomplex wikiPageWikiLink Calculus_of_variations.
- Variational_bicomplex wikiPageWikiLink Category:Calculus_of_variations.
- Variational_bicomplex wikiPageWikiLink Category:Differential_equations.
- Variational_bicomplex wikiPageWikiLink Category:Differential_geometry.
- Variational_bicomplex wikiPageWikiLink Chain_complex.
- Variational_bicomplex wikiPageWikiLink Classical_field_theory.
- Variational_bicomplex wikiPageWikiLink Cochain_complex.
- Variational_bicomplex wikiPageWikiLink Cohomology.
- Variational_bicomplex wikiPageWikiLink Covariant_classical_field_theory.
- Variational_bicomplex wikiPageWikiLink Differential_form.
- Variational_bicomplex wikiPageWikiLink Differential_graded_algebra.
- Variational_bicomplex wikiPageWikiLink Fiber_bundle.
- Variational_bicomplex wikiPageWikiLink Gennadi_Sardanashvily.
- Variational_bicomplex wikiPageWikiLink Graded_manifold.
- Variational_bicomplex wikiPageWikiLink Jet_bundle.
- Variational_bicomplex wikiPageWikiLink Lagrangian_system.
- Variational_bicomplex wikiPageWikiLink Noethers_theorem.
- Variational_bicomplex wikiPageWikiLinkText "Variational bicomplex".
- Variational_bicomplex wikiPageWikiLinkText "variational bicomplex".
- Variational_bicomplex hasPhotoCollection Variational_bicomplex.
- Variational_bicomplex wikiPageUsesTemplate Template:Citation.
- Variational_bicomplex wikiPageUsesTemplate Template:Mathanalysis-stub.
- Variational_bicomplex wikiPageUsesTemplate Template:Multiple_issues.
- Variational_bicomplex wikiPageUsesTemplate Template:Physics-stub.
- Variational_bicomplex subject Category:Calculus_of_variations.
- Variational_bicomplex subject Category:Differential_equations.
- Variational_bicomplex subject Category:Differential_geometry.
- Variational_bicomplex type Article.
- Variational_bicomplex type Article.
- Variational_bicomplex type Page.
- Variational_bicomplex type Physic.
- Variational_bicomplex comment "In mathematics, the Lagrangian theory on fiber bundles is globally formulated in algebraic terms of the variational bicomplex, without appealing to the calculus of variations. For instance, this is the case of classical field theory on fiber bundles (covariant classical field theory).The variational bicomplex is a cochain complex of the differential graded algebra of exterior forms on jet manifolds of sections of a fiber bundle.".
- Variational_bicomplex label "Variational bicomplex".
- Variational_bicomplex sameAs m.06w56pr.
- Variational_bicomplex sameAs Вариационный_бикомплекс.
- Variational_bicomplex sameAs Q7915796.
- Variational_bicomplex sameAs Q7915796.
- Variational_bicomplex wasDerivedFrom Variational_bicomplex?oldid=627091043.
- Variational_bicomplex isPrimaryTopicOf Variational_bicomplex.