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1n Example 1n order 1n particular 1n Problem 1n Section 1ndeed 1t follows 2ero elsewhere 2ero otherwise 95 percent confidence approximation assume average binomial distribution Brand Chebyshev's inequality chi-square chi-square distribution choose coin compute continuous type critical region defective defined discrete distribution function distribution with mean distribution with parameters error exponential distribution Figure Find the probability finite following results given hy Hence Hint integer joint distribution large numbers law of large length Let X2 level confidence interval maximum likelibood estimate median normal distribution null hypothesis observed outcome P-value percent confidence interval Poisson distribution population probability function Problems for Section prohahility proportion randomly selected rank reject H0 sample mean sample of si2e sample si2e sample space Show standard deviation standard normal sufficient statistic Suppose Table tail test H0 thai Theorem tossed unbiased estimate uniform distribution zero
From Google Scholar
PCB Phillips, S Ouliaris - 1990 - Econometrica: Journal of the Econometric Society
Yin-Wong Cheung, Kon S Lai - 1995 - Journal of Business & Economic Statistics
Tin-Yau Kwok, Dit-Yan Yeung - 1997 - IEEE TRANSACTIONS ON NEURAL NETWORKS
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Zhongxin Zhang - 1999 - Biometrics
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