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In this paper, we study the endomorphism algebras of silting complexes ofgraded gentle algebras by its geometric model of the derived categories. As anapplication, we give a complete classification of the silted algebras, whichwere introduced by Buan and Zhou as the endomorphism algebras of 2-term siltingcomplexes of finite-dimensional hereditary algebras, of Dynkin type$\mathbb{A}_n$ with linearly orientation.

The endomorphism algebras of silting complexes of graded gentle algebras via geometric models