"TITLE","AUTHORS","SUBJECT","SUBJECT_RELATED","DESCRIPTION","PUBLISHER","AVAILABILITY","RESEARCH_ORG","SPONSORING_ORG","PUBLICATION_COUNTRY","PUBLICATION_DATE","CONTRIBUTING_ORGS","LANGUAGE","RESOURCE_TYPE","TYPE_QUALIFIER","JOURNAL_ISSUE","JOURNAL_VOLUME","RELATION","COVERAGE","FORMAT","IDENTIFIER","REPORT_NUMBER","DOE_CONTRACT_NUMBER","OTHER_IDENTIFIER","DOI","RIGHTS","ENTRY_DATE","OSTI_IDENTIFIER","PURL_URL" "S{sup 1} x S{sup 2} as a bag membrane and its Einstein-Weyl geometry","Rosu, H","72 PHYSICS OF ELEMENTARY PARTICLES AND FIELDS; WEYL UNIFIED THEORY; BAG MODEL; GEODESICS; MATHEMATICAL MANIFOLDS; METRICS; SPACE-TIME; TWISTOR THEORY; 662240; 662110; MODELS FOR STRONG INTERACTIONS; THEORY OF FIELDS AND STRINGS","","In the hybrid skyrmion in which an anti-de Sitter bag is embedded into the skyrmion configuration a S{sup 1} x S{sup 2} membrane is lying on the compactified spatial infinity of the bag. The connection between the quark degrees of freedom and the mesonic ones is made through the membrane. This 3-dimensional manifold is at the same time Weyl-Einstein space. We present what is known until the present time to people working in the differential geometry of these spaces. (author). 11 refs.","","OSTI; NTIS (US Sales Only); INIS","International Centre for Theoretical Physics (ICTP), Trieste (Italy)","","IAEA","1992-10-01","","English","Technical Report","","","","Other Information: PBD: Oct 1992","","Medium: X; Size: [9] p.","ON: DE93613149","IC-92/316","","Other: ON: DE93613149; TRN: XA9233100008429","https://doi.org/","","2008-02-12","10119613",""