Matches in DBpedia 2014 for { <http://dbpedia.org/resource/N_=_2_superconformal_algebra> ?p ?o. }
Showing items 1 to 48 of
48
with 100 items per page.
- N_=_2_superconformal_algebra abstract "In mathematical physics, the N = 2 superconformal algebra is an infinite-dimensional Lie superalgebra, related to supersymmetry, that occurs in string theory and conformal field theory. It has important applications in mirror symmetry. It was introduced by M. Ademollo, L. Brink, and A. D'Adda et al. (1976) as a gauge algebra of the U(1) fermionic string.".
- N_=_2_superconformal_algebra wikiPageExternalLink 1104114626.
- N_=_2_superconformal_algebra wikiPageID "30441390".
- N_=_2_superconformal_algebra wikiPageRevisionID "599761443".
- N_=_2_superconformal_algebra b "r".
- N_=_2_superconformal_algebra doi "10.1016".
- N_=_2_superconformal_algebra first "A.".
- N_=_2_superconformal_algebra first "E. Del".
- N_=_2_superconformal_algebra first "E.".
- N_=_2_superconformal_algebra first "F.".
- N_=_2_superconformal_algebra first "L.".
- N_=_2_superconformal_algebra first "M.".
- N_=_2_superconformal_algebra first "P. Di".
- N_=_2_superconformal_algebra first "R.".
- N_=_2_superconformal_algebra first "S.".
- N_=_2_superconformal_algebra hasPhotoCollection N_=_2_superconformal_algebra.
- N_=_2_superconformal_algebra issue "1".
- N_=_2_superconformal_algebra journal "Physics Letters B".
- N_=_2_superconformal_algebra last "Ademollo".
- N_=_2_superconformal_algebra last "Brink".
- N_=_2_superconformal_algebra last "D'Adda".
- N_=_2_superconformal_algebra last "D'Auria".
- N_=_2_superconformal_algebra last "Ferrara".
- N_=_2_superconformal_algebra last "Giudice".
- N_=_2_superconformal_algebra last "Gliozzi".
- N_=_2_superconformal_algebra last "Musto".
- N_=_2_superconformal_algebra last "Napolitano".
- N_=_2_superconformal_algebra last "Pettorino".
- N_=_2_superconformal_algebra last "Sciuto".
- N_=_2_superconformal_algebra last "Vecchia".
- N_=_2_superconformal_algebra p "−".
- N_=_2_superconformal_algebra p "+".
- N_=_2_superconformal_algebra pages "105".
- N_=_2_superconformal_algebra title "Supersymmetric strings and colour confinement".
- N_=_2_superconformal_algebra volume "62".
- N_=_2_superconformal_algebra year "1976".
- N_=_2_superconformal_algebra subject Category:Conformal_field_theory.
- N_=_2_superconformal_algebra subject Category:Lie_algebras.
- N_=_2_superconformal_algebra subject Category:Representation_theory.
- N_=_2_superconformal_algebra subject Category:String_theory.
- N_=_2_superconformal_algebra subject Category:Supersymmetry.
- N_=_2_superconformal_algebra comment "In mathematical physics, the N = 2 superconformal algebra is an infinite-dimensional Lie superalgebra, related to supersymmetry, that occurs in string theory and conformal field theory. It has important applications in mirror symmetry. It was introduced by M. Ademollo, L. Brink, and A. D'Adda et al. (1976) as a gauge algebra of the U(1) fermionic string.".
- N_=_2_superconformal_algebra label "N = 2 superconformal algebra".
- N_=_2_superconformal_algebra sameAs m.0g5rw05.
- N_=_2_superconformal_algebra sameAs Q6956294.
- N_=_2_superconformal_algebra sameAs Q6956294.
- N_=_2_superconformal_algebra wasDerivedFrom N_=_2_superconformal_algebra?oldid=599761443.
- N_=_2_superconformal_algebra isPrimaryTopicOf N_=_2_superconformal_algebra.