Promoting finite to infinite symmetries: the 3 + 1-dimensional analogue of the Virasoro algebra and higher-spin fields
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Calixto Molina, ManuelÁrea de conocimiento
Matemática AplicadaFecha de publicación
2000-05-10Editorial
World ScientificCita bibliográfica
CALIXTO MOLINA, Manuel. Promoting finite to infinite symmetries: the 3 + 1-dimensional analogue of the Virasoro algebra and higher-spin fields. Modern Physics Letters A, 15 (14): 939-944, Mayo 2000. ISSN 0217-7323Palabras clave
Simetria InfinitaTeoría Cuántica de Campos
Gravedad inducida
Integrabilidad
Espacios no conmutativos
Resumen
Infinite enlargements of finite pseudo-unitary symmetries are explicitly provided in this letter. The particular case of u(2, 2) ≃ so(4, 2)⊕u(1) constitutes a (Virasoro-like) infinitedimensional
generalization of the 3 + 1-dimensional conformal symmetry, in addition to
matter fields with all conformal spins. These algebras provide a new arena for integrable
field models in higher dimensions; for example, Anti-de Sitter and conformal gauge
theories of higher-so(4, 2)-spin fields. A proposal for a non-commutative geometrical
interpretation of space is also outlined.
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