SW(3/2,2) superconformal algebra is W algebra with two Virasoro operators. The Kac determinant is calculated and the complete list of unitary representations is determined. Two types of extensions of SW(3/2,2) algebra are discussed. A new approach to construction of W algebras from rational conformal field theories is proposed
In 2D conformal quantum field theory, we continue a systematic study of W-algebras with two and thre...
Infinite-dimensional Galilean conformal algebras can be constructed by contracting pairs of symmetry...
After some definitions, we review in the first part of this talk the construction and classification...
SW(3/2,2) superconformal algebra is W algebra with two Virasoro operators. The Kac determinant is ca...
In conformal field theory we investigate the representations of recently discovered W-algebras with ...
We investigate the representation theory of some recently constructed N=2 super W-algebras with two ...
We explicitly construct the extension of the N=2 super Virasoro algebra by two super primary fields ...
66 pages (Latex), ENSLAPPP-A-391/92 Replaces previous unLatexable version, corrupted by mailerIntern...
66 pages (Latex), ENSLAPPP-A-391/92 Replaces previous unLatexable version, corrupted by mailerIntern...
66 pages (Latex), ENSLAPPP-A-391/92 Replaces previous unLatexable version, corrupted by mailerIntern...
66 pages (Latex), ENSLAPPP-A-391/92 Replaces previous unLatexable version, corrupted by mailerIntern...
66 pages (Latex), ENSLAPPP-A-391/92 Replaces previous unLatexable version, corrupted by mailerIntern...
We give a comprehensive treatment of the super-W∞(λ) algebra, an extension of the super-Virasoro alg...
A systematic construction of super W algebras in terms of the WZNW model based on a super Lie algebr...
We derive the Kac and new determinant formulae for an arbitrary (integer) level $K$ fractional super...
In 2D conformal quantum field theory, we continue a systematic study of W-algebras with two and thre...
Infinite-dimensional Galilean conformal algebras can be constructed by contracting pairs of symmetry...
After some definitions, we review in the first part of this talk the construction and classification...
SW(3/2,2) superconformal algebra is W algebra with two Virasoro operators. The Kac determinant is ca...
In conformal field theory we investigate the representations of recently discovered W-algebras with ...
We investigate the representation theory of some recently constructed N=2 super W-algebras with two ...
We explicitly construct the extension of the N=2 super Virasoro algebra by two super primary fields ...
66 pages (Latex), ENSLAPPP-A-391/92 Replaces previous unLatexable version, corrupted by mailerIntern...
66 pages (Latex), ENSLAPPP-A-391/92 Replaces previous unLatexable version, corrupted by mailerIntern...
66 pages (Latex), ENSLAPPP-A-391/92 Replaces previous unLatexable version, corrupted by mailerIntern...
66 pages (Latex), ENSLAPPP-A-391/92 Replaces previous unLatexable version, corrupted by mailerIntern...
66 pages (Latex), ENSLAPPP-A-391/92 Replaces previous unLatexable version, corrupted by mailerIntern...
We give a comprehensive treatment of the super-W∞(λ) algebra, an extension of the super-Virasoro alg...
A systematic construction of super W algebras in terms of the WZNW model based on a super Lie algebr...
We derive the Kac and new determinant formulae for an arbitrary (integer) level $K$ fractional super...
In 2D conformal quantum field theory, we continue a systematic study of W-algebras with two and thre...
Infinite-dimensional Galilean conformal algebras can be constructed by contracting pairs of symmetry...
After some definitions, we review in the first part of this talk the construction and classification...
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