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Quantum hamiltonian reduction of super Kac-Moody algebra II

Autor
KURAMOTO, T
Yokohama national univ., fac. e,g., dep. physics, Yokohama, Japan
Fuente

Nuclear physics. B. 1994, Vol 411, Num 2-3, pp 821-836 ; ref : 16 ref

CODEN
NUPBBO
ISSN
0550-3213
Campo Científico
Theoretical physics
Editor
Elsevier, Amsterdam
País de la publicación
Netherlands
Tipo de documento
Article
Idioma
English
Palabra clave (fr)
Algèbre Kac Moody Algèbre courant Champ libre Hamiltonien Méthode réduction Représentation Superalgèbre Théorie quantique champ Formalisme BRST
Palabra clave (in)
Kac Moody algebra Current algebra Free field Hamiltonians Reduction method Representation Superalgebra Quantum field theory BRST formalism
Palabra clave (es)
Algebra Kac Moody Campo libre Método reducción Representación Superalgebra
Clasificación
Pascal
001 Exact sciences and technology / 001B Physics / 001B00 General / 001B00C Classical and quantum physics: mechanics and fields / 001B00C70 Theory of quantized fields

Pascal
001 Exact sciences and technology / 001B Physics / 001B10 The physics of elementary particles and fields / 001B10A General theory of fields and particles / 001B10A30 Symmetry and conservation laws / 001B10A30P Supersymmetry

Pascal
001 Exact sciences and technology / 001B Physics / 001B10 The physics of elementary particles and fields / 001B10A General theory of fields and particles / 001B10A40 Currents and their properties / 001B10A40E Formal properties of current algebras

Pacs
0370 Theory of quantized fields

Pacs
1130P Supersymmetry

Pacs
1140E Formal properties of current algebras

Disciplina
Physics of elementary particles and fields Theoretical physics
Procedencia
Inist-CNRS
Base de datos
PASCAL
Identificador INIST
3990840

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