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• W3098535009 endingPage "047" @default.
• W3098535009 startingPage "047" @default.
• W3098535009 abstract "A ten-dimensional super-Poincare covariant formalism for the superstring was recently developed which involves a BRST operator constructed from superspace matter variables and a pure spinor ghost variable. A super-Poincare covariant prescription was defined for computing tree amplitudes and was shown to coincide with the standard RNS prescription. In this paper, picture-changing operators are used to define functional integration over the pure spinor ghosts and to construct a suitable $b$ ghost. A super-Poincare covariant prescription is then given for the computation of N-point multiloop amplitudes. One can easily prove that massless N-point multiloop amplitudes vanish for N<4, confirming the perturbative finiteness of superstring theory. One can also prove the Type IIB S-duality conjecture that $R^4$ terms in the effective action receive no perturbative contributions above one loop." @default.
• W3098535009 created "2020-11-23" @default.
• W3098535009 creator A5034565927 @default.
• W3098535009 date "2004-09-22" @default.
• W3098535009 modified "2023-10-05" @default.
• W3098535009 title "Multiloop Amplitudes and Vanishing Theorems using the Pure Spinor Formalism for the Superstring" @default.
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• W3098535009 doi "https://doi.org/10.1088/1126-6708/2004/09/047" @default.
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