189 lines
5.9 KiB
BibTeX
189 lines
5.9 KiB
BibTeX
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@unpublished{kosenkova_stochastik_2025,
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location = {Universität potsdam},
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title = {Stochastik für das Lehramt},
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url = {https://moodle2.uni-potsdam.de/course/view.php?id=44845},
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shorttitle = {{StoLa}},
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type = {Vorlesung},
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howpublished = {Vorlesung},
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author = {Kosenkova, Dr. Tetiana},
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urldate = {2026-06-11},
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date = {2025},
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}
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@unpublished{enders_analysis_2024,
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location = {Universität Potsdam},
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title = {Analysis {II}},
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author = {Enders, Dr. Jörg},
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date = {2024},
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}
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@book{nahrstedt_monte-carlo-methode_2015,
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location = {Wiesbaden},
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title = {Die Monte-Carlo-Methode: Beispiele unter Excel {VBA}},
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isbn = {978-3-658-10149-7},
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series = {Essentials},
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shorttitle = {Die Monte-Carlo-Methode},
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publisher = {Springer Fachmedien Wiesbaden},
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author = {Nahrstedt, Harald},
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date = {2015},
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langid = {german},
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}
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@collection{buchter_elementare_2005,
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location = {Berlin, Heidelberg},
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title = {Elementare Stochastik: Eine Einführung in die Mathematik der Daten und des Zufalls},
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doi = {10.1007/b138982},
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series = {Mathematik für das Lehramt},
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shorttitle = {Elementare Stochastik},
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pagetotal = {452},
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publisher = {Springer-Verlag Berlin Heidelberg},
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editor = {Büchter, Andreas and Henn, Hans-Wolfgang},
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date = {2005},
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langid = {german},
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}
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@online{arndt_brunner_simulation_2025,
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title = {Simulation des Galtonbretts},
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url = {https://www.arndt-bruenner.de/mathe/scripts/galtonbrett.htm},
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titleaddon = {Simulation des Galtonbretts},
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author = {{Arndt Brünner}},
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urldate = {2025-06-11},
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date = {2025-11-29},
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}
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@video{statistik_verstehen_beweis_2019,
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author = {{Andreas Pfaffel}},
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title = {Beweis des zentralen Grenzwertsatzes von de Moivre-Laplace},
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url = {https://www.youtube.com/watch?v=0_RZUWtlCQM},
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editora = {{Statistik verstehen}},
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editoratype = {collaborator},
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urldate = {2025-06-11},
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date = {2019-10-28},
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}
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@BOOK{berger2023-mz,
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title = "Kombinatorik",
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author = "Berger, Peter",
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publisher = "Springer Berlin Heidelberg",
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year = 2023,
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address = "Berlin, Heidelberg",
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copyright = "https://www.springernature.com/gp/researchers/text-and-data-mining",
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language = "de"
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}
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@book{nielsen1906,
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author = {Niels Nielsen},
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title = {Handbuch der Theorie der Gammafunktion},
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year = {1906},
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publisher = {B. G. Teubner},
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location = {Leipzig},
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ulr = {https://dn760009.eu.archive.org/0/items/handbuchgamma00nielrich/handbuchgamma00nielrich.pdf},
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language = {german},
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isbn = {978-0274048847}
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}
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@BOOK{freitag1995-oj,
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title = "Funktionentheorie",
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author = "Freitag, Eberhard and Busam, Rolf",
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publisher = "Springer",
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series = "Springer-Lehrbuch",
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edition = 2,
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month = mar,
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year = 1995,
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address = "New York, NY",
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language = "de"
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}
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@report{lisum-2022,
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author = {LISUM and MBJS},
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title = {{Rahmenlehrplan für die gymnasiale Oberstufe, Fachteil C Mathematik}},
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year = {2022},
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url = {https://bildungsserver.berlin-brandenburg.de/fileadmin/bbb/unterricht/rahmenlehrplaene/gymnasiale_oberstufe/curricula/2022/Teil_C_RLP_GOST_2022_Mathematik.pdf},
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}
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@report{lisum-2023,
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author = {LISUM and MBJS},
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title = {{Rahmenlehrplan für die Jahrgangsstufen 1 bis 10, Fachteil C Mathematik}},
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year = {2023},
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url = {https://bildungsserver.berlin-brandenburg.de/fileadmin/bbb/unterricht/rahmenlehrplaene/Rahmenlehrplanprojekt/amtliche_Fassung/getrennt_2023/BB_RLP_2023_Teil_C_Ma_GenF_1.pdf},
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}
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@misc{kit-2022,
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author = {{Karlsruher Institut f{\"u}r Technologie (KIT)}},
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title = {Galton-Brett},
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year = {2022},
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howpublished = {\url{https://didaktik.math.kit.edu/downloads/Labor/Online-Labor/galtonbrett.pdf}},
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note = {Abgerufen am 02.07.2026}
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}
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@book{pearl-mackenzie-2018,
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author = {Judea Pearl and Dana Mackenzie},
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title = {The Book of Why: The New Science of Cause and Effect},
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year = {2018},
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publisher = {Basic Books},
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address = {New York},
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isbn = {978-0-465-09760-9}
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}
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@book{koessler-2006,
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author = {Wolfgang Kössler},
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title = {Folien Stochastik},
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year = {2006},
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address = {Humboldt-Universität zu Berlin},
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url = {https://www2.informatik.hu-berlin.de/~koessler/Stochastik/Stochastik2006/FolienStochastik_4.pdf}
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}
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@article{schreiter_echt_2022,
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title = {Echt schräg: Galton revisited},
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url = {https://www.friedrich-verlag.de/friedrich-plus/sekundarstufe/mathematik/stochastik/echt-schrag-galton-revisited-12235},
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number = {232},
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publisher = {Friedrich Verlag {GmbH}},
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author = {Schreiter, Saskia and Vogel, Markus and Eichler, Andreas},
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urldate = {2026-07-12},
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date = {2022},
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}
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@incollection{posedel_martingale_2025,
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location = {Berlin, Heidelberg},
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title = {Martingale Central Limit Theorem},
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isbn = {978-3-662-69359-9},
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url = {https://doi.org/10.1007/978-3-662-69359-9_345},
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doi = {10.1007/978-3-662-69359-9_345},
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abstract = {The martingale central limit theorem ({MCLT}) links the notions of martingales and the Lindeberg-Feller classical central limit theorem ({CLT}) for independent summands.},
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pages = {1418--1421},
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booktitle = {International Encyclopedia of Statistical Science},
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publisher = {Springer Berlin Heidelberg},
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author = {Posedel, Petra},
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editor = {Lovric, Miodrag},
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date = {2025},
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}
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@book{forster_analysis_2023,
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location = {Wiesbaden},
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edition = {13., überarbeitete und ergänzte Auflage},
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title = {Analysis. 1: Differential- und Integralrechnung einer Veränderlichen / Otto Forster},
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isbn = {978-3-658-40130-6},
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series = {Lehrbuch},
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shorttitle = {Analysis. 1},
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publisher = {Springer Spektrum},
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author = {Forster, Otto},
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date = {2023},
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note = {Num Pages: 460},
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}
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@book{georgii_stochastik_2015,
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title = {Stochastik: Einführung in die Wahrscheinlichkeitstheorie und Statistik},
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isbn = {978-3-11-035969-5},
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url = {https://www.degruyter.com/document/doi/10.1515/9783110359701/html},
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doi = {10.1515/9783110359701},
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shorttitle = {Stochastik},
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publisher = {{DE} {GRUYTER}},
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author = {Georgii, Hans-Otto},
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urldate = {2026-07-16},
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date = {2015-12-31},
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}
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