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B-RNS-GSS Type II superstring in Ramond-Ramond backgrounds
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abstract
The B-RNS-GSS formalism containing both RNS and GS worldsheet variables is extended for the description of the Type II superstring in curved backgrounds. The BRST charge of the theory is expressed in terms of $N=(1,1)$ superconformal generators $(T,G; {\widehat{T}}, {\widehat{G}})$, and the classical anticommutation relations $\{G,G\}=-2T$ and $\{{\widehat{G}},{\widehat{G}}\}=-2{\widehat{T}}$ are shown to imply the Type II supergravity equations of motion. The particular case of the Type IIB superstring in an $AdS_5\times S^5$ background is discussed and shown to be classically integrable.
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Cited by 1 Pith paper
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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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