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T. and Niemann, Rainer and Schachtebeck, Maite and Simons, Dirk and Stoltenberg, J and Sureth-Sloane, Caren}, year={2022}, pages={824–829} }","chicago":"Arbeitskreis Verrechnungspreise der Schmalenbach-Gesellschaft für Betriebswirtschaftslehre e.V., ., A lead authors: Kreuzer, H Maier, J. T. Martini, Rainer Niemann, Maite Schachtebeck, Dirk Simons, J Stoltenberg, and Caren Sureth-Sloane. “Chancen und Risiken eines Cooperative Compliance-Ansatzes für die deutsche Besteuerungspraxis von multinationalen Unternehmen – Erfahrungen verschiedener Länder und Eindrücke deutscher Unternehmensvertreter.” <i>Internationales Steuerrecht</i> 31, no. 22 (2022): 824–29.","ieee":". Arbeitskreis Verrechnungspreise der Schmalenbach-Gesellschaft für Betriebswirtschaftslehre e.V. <i>et al.</i>, “Chancen und Risiken eines Cooperative Compliance-Ansatzes für die deutsche Besteuerungspraxis von multinationalen Unternehmen – Erfahrungen verschiedener Länder und Eindrücke deutscher Unternehmensvertreter,” <i>Internationales Steuerrecht</i>, vol. 31, no. 22, pp. 824–829, 2022.","ama":"Arbeitskreis Verrechnungspreise der Schmalenbach-Gesellschaft für Betriebswirtschaftslehre e.V. ., lead authors: Kreuzer A, Maier H, et al. Chancen und Risiken eines Cooperative Compliance-Ansatzes für die deutsche Besteuerungspraxis von multinationalen Unternehmen – Erfahrungen verschiedener Länder und Eindrücke deutscher Unternehmensvertreter. <i>Internationales Steuerrecht</i>. 2022;31(22):824-829."},"intvolume":"        31","page":"824-829","year":"2022","issue":"22","publication_status":"published","title":"Chancen und Risiken eines Cooperative Compliance-Ansatzes für die deutsche Besteuerungspraxis von multinationalen Unternehmen – Erfahrungen verschiedener Länder und Eindrücke deutscher Unternehmensvertreter","author":[{"first_name":".","last_name":"Arbeitskreis Verrechnungspreise der Schmalenbach-Gesellschaft für Betriebswirtschaftslehre e.V.","full_name":"Arbeitskreis Verrechnungspreise der Schmalenbach-Gesellschaft für Betriebswirtschaftslehre e.V., ."},{"first_name":"A","full_name":"lead authors: Kreuzer, A","last_name":"lead authors: Kreuzer"},{"last_name":"Maier","full_name":"Maier, H","first_name":"H"},{"full_name":"Martini, J. T.","last_name":"Martini","first_name":"J. T."},{"first_name":"Rainer","full_name":"Niemann, Rainer","last_name":"Niemann"},{"first_name":"Maite","full_name":"Schachtebeck, Maite","last_name":"Schachtebeck"},{"first_name":"Dirk","full_name":"Simons, Dirk","last_name":"Simons"},{"first_name":"J","last_name":"Stoltenberg","full_name":"Stoltenberg, J"},{"first_name":"Caren","last_name":"Sureth-Sloane","orcid":" 0000-0002-8183-5901","id":"530","full_name":"Sureth-Sloane, Caren"}],"date_created":"2023-01-10T10:18:09Z","volume":31,"date_updated":"2024-04-11T12:05:34Z","status":"public","type":"journal_article","publication":"Internationales Steuerrecht","language":[{"iso":"ger"}],"user_id":"74000","department":[{"_id":"187"}],"_id":"35749"},{"_id":"53421","external_id":{"arxiv":["2211.16698"]},"user_id":"100450","extern":"1","language":[{"iso":"eng"}],"type":"preprint","publication":"arXiv:2211.16698","abstract":[{"lang":"eng","text":"We define invariants $\\operatorname{inv}_1,\\dots,\\operatorname{inv}_m$ of\r\nGalois extensions of number fields with a fixed Galois group. Then, we propose\r\na heuristic in the spirit of Malle's conjecture which asymptotically predicts\r\nthe number of extensions that satisfy $\\operatorname{inv}_i\\leq X_i$ for all\r\n$X_i$. The resulting conjecture is proved for abelian Galois groups. We also\r\ndescribe refined Artin conductors that carry essentially the same information\r\nas the invariants $\\operatorname{inv}_1,\\dots,\\operatorname{inv}_m$."}],"status":"public","date_updated":"2024-04-11T12:50:44Z","author":[{"id":"100450","full_name":"Gundlach, Fabian","last_name":"Gundlach","first_name":"Fabian"}],"date_created":"2024-04-11T12:43:14Z","title":"Malle's conjecture with multiple invariants","year":"2022","citation":{"short":"F. 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