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    • Yawiki ›
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    Çebışov eşitsizliği

    İstatistiksel Kavram
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    Yazeka

    Arama sonuçlarına dayanarak oluşturuldu

    Çebışov eşitsizliği, olasılık teorisinde bir rastgele değişkenin ortalamasından belirli sayıda standart sapma uzaktaki olasılıkları sınırlayan bir eşitsizliktir. Pafnuty Çebışov tarafından 1867'de kanıtlanmıştır ve normal dağılım dışındaki tüm olasılık dağılımları için geçerlidir.

    Eşitsizlik, k standart sapması içindeki veri oranının en az 1 - 1/k² olduğunu belirtir. Örneğin, iki standart sapma içinde verilerin en az %75'i bulunur.

    Bu eşitsizlik, özellikle normal dağılımın geçerli olmadığı durumlarda veri dağılımını anlamak için kullanılır. Empirik kuraldan daha genel ve gevşek bir tahmin sağlar.

    Daha fazla
    britannica.com
    corporatefinanceinstitute.com
    calcworkshop.com
    en.wikipedia.org
    sebhastian.com

    Olasılık teoremleri

    Büyük
    sayılar yasası
    Markov's
    inequality
    Merkezî
    limit teoremi
    Bayes
    teoremi
    Jensen
    eşitsizliği
    De Moivre–Laplace
    theorem
    Sonsuz
    maymun teoremi
    Glivenko–Cantelli
    theorem
    Kupon
    toplayıcısının problemi
    Khintchine
    inequality
    Tüm liste
    Yanıt, yapay zeka tarafından internetteki kaynaklara dayanarak oluşturulmuştur. Hatalar içerebilir.
    Yazeka hakkındatr.wikipedia.org
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