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independent identically distributed (iid)
bağımsız özdeşçe ayrılmış
Last Update: 2017-02-14
Usage Frequency: 1
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the central limit theorem applies in particular to sums of independent and identically distributed discrete random variables.
merkezi limit teoremi özellikle bağımsız ve aynen dağılım gösteren ayrık rassal değişkenler için uygulanır.
Last Update: 2016-03-03
Usage Frequency: 1
Quality:
when pct = 0, no action is taken, when 100 this function behaves identically to imagecopy().
when pct = 0, no action is taken, when 100 this function behaves identically to imagecopy().
Last Update: 2011-10-24
Usage Frequency: 1
Quality:
there is no difference between /dev/random and /dev/urandom; both behave identically.
/dev/urandom'a verilen bir başlangıç değerine göre, /dev/urandom farklı çıktılar üretir.
Last Update: 2016-03-03
Usage Frequency: 1
Quality:
the archive %1. %2 already exists. do you want to overwrite it? zip will replace identically named entries in the zip archive or add entries for new names.
% 1.% 2 arşiv dosyası zaten var.. Üzerine yazmak ister misiniz? zip, isim olarak aynı olanları değiştirecek veya yeni isimlileri arşive ekleyecek.
Last Update: 2011-10-23
Usage Frequency: 2
Quality:
for example:* if "x"1, "x"2, ..., "x"n is a sequence of independent (and not necessarily identically distributed) random variables, and::formula_12:where the "a"i are constants, then the probability generating function is given by::formula_13:for example, if::formula_14:then the probability generating function, "g""sn"("z"), is given by::formula_15:it also follows that the probability generating function of the difference of two independent random variables "s" = "x"1 − "x"2 is::formula_16*suppose that "n" is also an independent, discrete random variable taking values on the non-negative integers, with probability generating function "g""n".
=== bağımsız rassal değişkenlerin fonksiyonları ===1, "x"2, ..., "x"n is a sequence of independent (and not necessarily identically distributed) random variables, and::formula_6:where the "a"i are constants, then the probability-generating function is given by::formula_7:for example, if::formula_8:then the probability-generating function, "g""sn"("z"), is given by::formula_9:it also follows that the probability-generating function of the difference of two independent random variables "s" = "x"1 − "x"2 is::formula_10*suppose that "n" is also an independent, discrete random variable taking values on the non-negative integers, with probability-generating function "g""n".
Last Update: 2016-03-03
Usage Frequency: 1
Quality:
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