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We compute the spinorial cohomology of ten-dimensional abelian SYM at order alpha'³ and we find that it is trivial. Consequently, linear supersymmetry alone excludes the presence of alpha'³-order corrections. Our result lends support to the conjecture that there may be a unique supersymmetric deformation of ordinary ten-dimensional abelian SYM.
Cederwall et al. (Thu,) studied this question.