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In this paper, all derivations of the Schrödinger algebra in-dimensional space-time of the Schrödinger Lie group are determined. As applications, all biderivations are obtained. Finally, as applications of biderivations, the linear commuting maps and commutative post-Lie algebra structures on this algebra are given.

Derivations and Biderivations of the Schrödinger algebra in ( n + 1)-dimensional space-time