maximum likelihood estimation (MLE) -> εκτίμηση μέγιστης πιθανοφάνειας (ΕΜΠ), προσδοκώμενη μέγιστη πιθανοφάνεια

spiros

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maximum likelihood estimation (MLE) -> εκτίμηση μέγιστης πιθανοφάνειας, προσδοκώμενη μέγιστη πιθανοφάνεια

In statistics, maximum likelihood estimation (MLE) is a method of estimating the parameters of a probability distribution by maximizing a likelihood function, so that under the assumed statistical model the observed data is most probable. The point in the parameter space that maximizes the likelihood function is called the maximum likelihood estimate. The logic of maximum likelihood is both intuitive and flexible, and as such the method has become a dominant means of statistical inference.
Maximum likelihood estimation - Wikipedia

ar: تقدير حسب القيمة العليا لدالة الإمكان; ast: máxima verosimilitud; az: maksimal mümkünlük metodu; ca: màxima versemblança; cs: metoda maximální věrohodnosti; de: Maximum-Likelihood-Methode; el:  μέγιστη πιθανοφάνεια; en: maximum likelihood estimation; es: máxima verosimilitud; et: suurima tõepära meetod; fa: برآورد درست‌نمایی بیشینه; fi: suurimman uskottavuuden estimointi; fr: maximum de vraisemblance; ga: meastachán uasdealraitheachta; gl: máxima verosimilitude; he: נראות מקסימלית; hu: maximum likelihood módszer; it: metodo della massima verosimiglianza; ja: 最尤推定; ko: 최대가능도 방법; lt: didžiausio tikėtinumo metodas; nl: meest aannemelijke schatter; pt: máxima verossimilhança; ru: метод максимального правдоподобия; simple: maximum likelihood; sr: procena maksimalne verovatnoće; su: maximum likelihood; sv: maximum likelihood-metoden; tr: enbüyük olabilirlik kestirimi; uk: метод максимальної правдоподібності; ur: امکاناتی حد اعلیٰ; vi: hợp lý cực đại; zh_yue: 最大似然估計; zh: 最大似然估计


 

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