On the Super Field Realization of Super Casimir Wa(n)-Algebras

Abstract

We give an explicit quantum super field construction of the N=2 super Casimir WA(n)-algebras, which is obtained from supersymmetric Miura transformation for the Lie superalgebra A(n,n-1). And also we give an extension of this algebra including a super vertex operator which depends on simple root system of A(n,n-1).

7 pages, no fig

References in corpus (3)

• W-symmetry in Conformal Field Theory
• Coset Realization of Unifying W-Algebras
• Free Field Realization of $N=2$ Super $W_3$ Algebra

Cited by in corpus (2)

• Conical defects and N=2 higher spin holography
• The Operator Product Expansion of the Lowest Higher Spin Current at Finite N