0
s*(x,y) ist, oder? ![](data:image/png;base64,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)
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)
Ist hier bei s*(x) = s(xx) gemeint?
![](data:image/png;base64,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)
(1) Korrelationskoeffizient, linearer Zusammenhang | Mathe by Daniel Jung, Erklärvideo - YouTube
Ist hier bei s*(x) = s(xx) gemeint?
(1) Korrelationskoeffizient, linearer Zusammenhang | Mathe by Daniel Jung, Erklärvideo - YouTube
Diese Frage melden
gefragt
geishuettner
Student, Punkte: 10
Student, Punkte: 10
Schau in deine Vorlesung. Dort sollte das alles definiert sein. Wir können dazu nichts sagen.
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cauchy
06.09.2023 um 17:01
Es sieht so aus, als ob \( s(x) = \sqrt{s(x,x)} \) sei. Oder, in anderer Schreibweise: \( s_x = \sqrt{s_{xx}} \). Aber das ist nur geraten. Die Antwort sollte aber, wie gesagt, in der Vorlesung stehen.
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m.simon.539
06.09.2023 um 23:49
Es spielt keine Rolle, wie es aussieht, weil alles in der Vorlesung stehen sollte. Die Leute müssen hier mal anfangen mit ihren Unterlagen zu arbeiten. Erst dann ist es sinnvoll, auch konkrete Fragen zu stellen. Die hier verwendete Notation ist übrigens grausam und es ist nicht verwunderlich, dass es zu Verwirrung führt.
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cauchy
07.09.2023 um 00:14