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We define and show the existence of the quantum symmetry group of a Hilbertmodule equipped with an orthogonal filtration. Our construction unifies theconstructions of Banica-Skalski's quantum symmetry group of a C*-algebraequipped with an orthogonal filtration and Goswami's quantum isometry group ofan admissible spectral triple.

Quantum symmetry groups of Hilbert modules equipped with orthogonal filtrations