The centralizer algebra of the Lie superalgebra \πππππ(π) and the decomposition of π^{βπ} as a \πππππ(π)-module
1992 β½ Β
Vol 12
(3)
β½ Β
pp. 270-281
Keyword(s): Β
Infinite Number
β½ Β
Verma Module
β½ Β
Lie Superalgebra
β½ Β
Verma Modules
β½ Β
Singular Vectors
β½ Β
Finite Dimensional
β½ Β
De Rham
β½ Β
1992 β½ Β
Vol 07
(20)
β½ Β
pp. 4885-4898
β½ Β
Keyword(s): Β
Lie Algebras
β½ Β
Free Field
β½ Β
Lie Superalgebra
β½ Β
Lie Superalgebras
β½ Β
Hamiltonian Reduction
β½ Β
Affine Lie Algebras
β½ Β
Free Field Realization
β½ Β
Coset Construction
β½ Β
1999 β½ Β
Vol 14
(16)
β½ Β
pp. 2551-2580
β½ Β
Keyword(s): Β
Quantum Theory
β½ Β
Lie Superalgebra
β½ Β
Field Theories
β½ Β
Continuous Family
β½ Β
Quantum Field Theories
β½ Β
Quantum Field
β½ Β
Classical Level
β½ Β
Quantum Integrability
β½ Β
Integrable Quantum
β½ Β
Keyword(s): Β
Lie Superalgebra
β½ Β
Lie Superalgebras
β½ Β
Explicit Description
β½ Β
Cartan Type
β½ Β
Modular Lie Superalgebra
β½ Β
New Family
β½ Β
Finite Dimensional
β½ Β
Derivation Superalgebra
β½ Β
2018 β½ Β
Vol 13
(04)
β½ Β
pp. 2050068
Keyword(s): Β
Lie Algebra
β½ Β
Lie Algebras
β½ Β
Lie Superalgebra
β½ Β
Lie Superalgebras
β½ Β
Nilpotent Lie Algebra
β½ Β
2013 β½ Β
pp. 301-306