We investigate the supersymmetric extension of the generalized Kerr-Schild ansatz (gKSA) in Double Field Theory (DFT) including first-order α′ corrections. Supersymmetry plays a central role in constraining higher-derivative deformations, and in this work we focus on the structure of the \(\mathcal{O}(\alpha {\prime})\) Killing Spinor Equations (KSEs). Starting from the α′-corrected supersymmetry transformations of the fermionic fields, we derive the corresponding KSEs in DFT and analyze their behavior under the gKSA. The generalized Green-Schwarz transformations impose specific constraints on the perturbations that ensure the linearization of the α′-corrected KSEs. We then provide the explicit parameterization of the results in terms of the ten-dimensional \(\mathcal{N}=1\) supergravity fields. Our construction establishes a unified framework for exploring supersymmetric backgrounds in α′-corrected DFT and offers new tools for generating higher-derivative supergravity solutions.
