Descent Relations in Cubic Superstring Field Theory
arXiv:0704.3688 · doi:10.1088/1126-6708/2008/01/005
Abstract
The descent relations between string field theory (SFT) vertices are characteristic relations of the operator formulation of SFT and they provide self-consistency of this theory. The descent relations <V_2|V_1> and <V_3|V_1> in the NS fermionic string field theory in the kappa and discrete bases are established. Different regularizations and schemes of calculations are considered and relations between them are discussed.
Replaced to JHEP style
References in corpus (31)
- Super-Poincare Invariant Superstring Field Theory
- A Review on Tachyon Condensation in Open String Field Theories
- Tachyon potentials, star products and universality
- Star Algebra Spectroscopy
- Map of Witten's * to Moyal's *
- Open String Star as a Continuous Moyal Product
- Ghost Kinetic Operator of Vacuum String Field Theory
- The Identity String Field and the Tachyon Vacuum
- Topics in String Field Theory
- Towards Vacuum Superstring Field Theory: The Supersliver
- Universal regularization for string field theory
- Diagonal Representation of Open String Star and Moyal Product
- Perturbative diagrams in string field theory
- Virasoro operators in the continuous basis of string field theory
- On Continuous Moyal Product Structure in String Field Theory
- NS Matter Sliver
- CFT Description of Identity String Field: Toward Derivation of the VSFT Action
- Tadpoles and Closed String Backgrounds in Open String Field Theory
- Continuous Half-String Representation of String Field Theory
- Moyal Formulation of Witten's Star Product in the Fermionic Ghost Sector
- Ghost story. I. Wedge states in the oscillator formalism
- The Spectrum of the Neumann Matrix with Zero Modes
- On spectral density of Neumann matrices
- NS Ghost Slivers
- A fresh look at midpoint singularities in the algebra of string fields
- Witten's Vertex Made Simple
- Open Superstring Star as a Continuous Moyal Product
- Witten's Ghost Vertex Made Simple (bc and bosonized ghosts)
- Normalization anomalies in level truncation calculations
- Descent Relations and Oscillator Level Truncation Method
- Representation of small conformal algebra