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Remy

Apparently, this user prefers to keep an air of mystery about them.

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  • Member for 2 years, 4 months
  • 115 profile views
  • Last seen Jan 6 at 21:23

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Top posts (41) All Questions Answers | Votes Newest

19 if the mode of a normal distribution is 0, then what's the value of the mean Oct 21 '19
10 Find UMVUE of $\frac{1}{\theta}$ where $f_X(x\mid\theta) =\theta(1 +x)^{−(1+\theta)}I_{(0,\infty)}(x)$ Oct 24 '18
7 Finding UMVUE of $\theta e^{-\theta}$ where $X_i\sim\text{Pois}(\theta)$ Oct 24 '18
7 MLE of $f(x\mid\theta) = \theta x^{\theta−1}e^{−x^{\theta}}I_{(0,\infty)}(x)$ Oct 11 '18
6 Finding MLE and MSE of $\theta$ where $f_X(x\mid\theta)=\theta x^{−2} I_{x\geq\theta}(x)$ Nov 8 '18
6 Finding MLE of $p$ where $X_1\sim\text{Bernoulli}(p)$ and $X_2\sim\text{Bernoulli}(3p)$ Nov 9 '18
6 Hypothesis testing- with normal approximation Oct 20 '19
6 Is the value of probability invariant of function of a random variable Oct 31 '19
5 Find UMVUE of $\theta$ where $f_X(x\mid\theta) =\theta(1 +x)^{−(1+\theta)}I_{(0,\infty)}(x)$ Oct 25 '18
4 Testing whether $X\sim\mathsf N(0,1)$ against the alternative that $f(x) =\frac{2}{\Gamma(1/4)}\text{exp}(−x^4)\text{ }I_{(-\infty,\infty)}(x)$ Dec 1 '18
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