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Beweis von Satz 2.2

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Beweis von Satz 2.2
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3
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28
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Aufgabe der Statistik ist es, Rückschlüsse aus Beobachtungen zu ziehen, die unter dem Einfluss des Zufalls enstanden sind. Diese Vorlesung gibt eine umfassende Einführung in die zugehörige mathematische Theorie. Behandelt werden u.a.: Hauptsatz der Mathematischen Statistik, Dichteschätzung, nichtparametrische Regressionsschätzung, Punktschätzverfahren, statistische Tests, Bereichsschätzverfahren.
Moving averageProbability distributionEstimatorRandom variableSample (statistics)Realisierung <Mathematik>MassVarianceMaximum (disambiguation)Expected valueGradientSet (mathematics)MittelungsverfahrenContent (media)SquareConnected spaceVector graphicsOpen setPartition of a setFluxExponentiationProfessional network serviceSummierbarkeitPhysical quantityZufällige MengeEstimationHausdorff spaceAbsolute valueUniform convergenceNatural numberArithmetic meanSummationAdditionEmpirischer ProzessEmpirical distribution functionAbschätzungDreiecksungleichungDecision theoryPropositional formulaAbbildung <Physik>Number theoryExponential functionEnde <Graphentheorie>DepictionPoint (geometry)Pressure volume diagramFactorizationCumulative distribution functionUnabhängige ZufallsvariableSubsetZahlFunction (mathematics)State of matterSupremumTrailSign (mathematics)Algebraic closureCodomainPower setUniformer RaumProduct (category theory)IntegrierbarkeitMoment (mathematics)TheoryConditional expectationConditional probabilityMeasurable functionDirektes ProduktMach's principleWahrscheinlichkeitsmaßFamily of setsInequality (mathematics)Probability spaceProduktraumBerechnungTerm (mathematics)Computer animationLecture/ConferencePanel painting
Transcript: German(auto-generated)