MLE: given density $p_{\theta}(x) = \frac{1}{\theta}, \text{where } 0 \leq x \leq \theta.$
16889
How do you differentiate the likelihood function for the uniform distribution in finding the M.L.E.?
132595
$\sup_{0 \leq M \leq I_{\mathcal{H}_1}} \frac{\operatorname{Tr}[\rho M]}{\operatorname{Tr}[\sigma M]}$ satisfies Data Processing Inequality
88992
Shifted Exponential Distribution and MLE
86476
Modelling population with $\frac{dP}{dt}=P(\beta - \delta P)$
158107
Joint density for exponential distribution
11747
If $B(\theta,2\theta)$, how do you show that $\prod X_1(1-X_1)^2$ is a sufficient statistic for $\theta$?
150364
Metropolis Hastings proposal for one parameter restricted to less than the other
39754
Converting (normalizing) very small likelihood values to probability
127681
Finding the maximum likelihood estimators for this shifted exponential PDF?
136017
Probability density function sand question
59518
MLE of $\delta$ for the distribution $f(x)=e^{\delta-x}$ for $x\geq\delta$.
63388
MLE of uniform distribution on the interval $[\theta − \frac{1}{2}, \theta + \frac{1}{2}]$
18826
Why does Maximum Likelihood estimation maximize probability density instead of probability
141438
If $X$ is distributed $\mathcal{N}\sim(\mu,1)$ then what is the PDF of $X^2$?
146894
Maximum likelihood estimator of $\theta$ from a sample
39123
What does the value of a probability density function (PDF) at some x indicate?
113526
Why intuitively does $\mathbb E(\frac d {d\theta}\log p_\theta(x))=0$?