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Manifest Spacetime Supersymmetry and the Superstring
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The algebra of spacetime supersymmetry generators in the RNS formalism for the superstring closes only up to a picture-changing operation. After adding non-minimal variables and working in the "large" Hilbert space, the algebra closes without picture-changing and spacetime supersymmetry can be made manifest. The resulting non-minimal version of the RNS formalism is related by a field redefinition to the pure spinor formalism.
Forward citations
Cited by 2 Pith papers
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B-RNS-GSS formalism and $L_{\infty}$-actions
The B-RNS-GSS similarity transformation is the strictification flow of an L-infinity action of supersymmetry, R = P exp(∫₀¹ dt A) with A given by explicit RNS currents — exact in θ, where the prior literature had only...
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A note on the type II superstring vertex operators in the B-RNS-GSS formalism
The paper constructs integrated and unintegrated vertex operators for the type II superstring in the B-RNS-GSS formalism, in flat spacetime and in AdS5 x S5.
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