Robert Vincent Hogg, Joseph Walter McKean, Allen Thornton Craig. Introduction to Mathematical Statistics, 8th edition (Pearson, 2018)
Chapter 3. Some Special Distributions 제3장. 몇몇 특수한 분포
Section 4. The Normal Distributions 제4절. 정규분포
예제(Exercise) 21 및 해설(Solution)
Let f(x) and F(x) be the pdf and the cdf, respectively, of a distribution of the continuous type such that f'(x) exists for all x. Let the mean of the truncated distribution that has pdf g(y) = f(y)/F(y), -∞ < y < b, zero elsewhere, be equal to -f(b)/F(b) for all real b. Prove that f(x) is a pdf of a standard normal distribution.
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제1장 확률과 분포 https://gall.dcinside.com/mathematics/427136
제2장 다변량 분포 https://gall.dcinside.com/mathematics/410910
제3장 제1절 이항 분포 및 그와 관련된 분포들 https://gall.dcinside.com/mathematics/411704
제3장 제2절 푸아송 분포 https://gall.dcinside.com/mathematics/413374
제3장 제3절 감마, 카이제곱, 베타 분포 https://gall.dcinside.com/mathematics/426888
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