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We define (derived) inverse and direct images of twisted\r\n$\\mathcal D$-modules and investigate how these functors behave under base\r\nchange. We also discuss forms of closed $K$-orbits attached to $\\theta$-stable\r\nparabolic subgroups. These results imply the existence of models of\r\ncohomologically induced modules over general fields of characteristic 0 and\r\neven half-integer rings, whose study is motivated by potential applications to\r\nnumber theory in the literature.","lang":"eng"}],"page":"170","_id":"53195","language":[{"iso":"eng"}],"user_id":"81636","status":"public","year":"2023","title":"Families of twisted D-modules and arithmetic models of  Harish-Chandra modules","author":[{"last_name":"Hayashi","first_name":"Takuma","full_name":"Hayashi, Takuma"},{"id":"81636","full_name":"Januszewski, Fabian","last_name":"Januszewski","first_name":"Fabian"}],"date_updated":"2024-04-03T17:11:07Z"},{"_id":"52337","language":[{"iso":"eng"}],"publisher":"Bergmoser + Höller Verlag AG","page":"1-5","volume":4,"user_id":"56558","author":[{"id":"56558","full_name":"Intveen, Julie","last_name":"Intveen","first_name":"Julie"}],"status":"public","year":"2023","title":"“I was trying to protect you. 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