Critical and non-critical W_{2,4} strings
arXiv:hep-th/9311084 · doi:10.1088/0264-9381/11/4/012
Abstract
Nilpotent BRST operators for higher-spin strings, with currents of spins 2 and , have recently been constructed for , 5 and 6. In the case of , this operator can be understood as being the BRST operator for the critical string. In this paper, we construct a generalised BRST operator that can be associated with a non-critical string, in which matter is coupled to the gravity of the critical case. We also obtain the complete cohomology of the critical BRST operator, and investigate the physical spectra of the and string theories.
33 pages, CTP TAMU-70/93, LZU-TH-93/09
References in corpus (10)
- Algebraic Structures and Differential Geometry in 2D String Theory
- BRST Analysis of Physical States for 2D (Super) Gravity Coupled to (Super) Conformal Matter
- A BRST Operator for non-critical W-Strings
- On the Spectrum and Scattering of W_3 Strings
- A Derivation of the BRST Operator for Non-Critical W-Strings
- Discrete States in the String
- The Complete Spectrum of the String
- The -string spectrum
- The Interacting String
- Higher-spin strings and W minimal models
Cited by in corpus (11)
- Linearizing and Algebras
- A W-String Realization of the Bosonic String
- Spinor Field Realizations of Non-critical Strings
- New Spinor Field Realizations of the Non-Critical String
- Spinor field realizations of the non-critical string based on the linear algebra
- BRST Operators for Higher-spin Algebras
- Spinor Field Realizations of the half-integer Strings
- BRST cohomology of the critical string
- Physical States and BRST Operators for Higher-spin Strings
- Explicit field realizations of W algebras
- A BRST charge for non-critical $\W_{2,s}$ strings