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Suppose that Y is a noise-corrupted observation of a signal S. That is, Y = S + N, where S is independent of N. Assume that for a known σ, N ∼ N(0, σ2) and S ∼ N (0, θ2), where θ is unknown. Given the observation Y = y:
(a) Obtain the MLE, θˆML.
(b) Obtain an EM algorithm.
assume you are building a system aircraft etc. for a customer but using the best technology available. you cannot
Descriptive stats for each numeric variable, Histogram for each numeric variable and Bar chart for each attribute (non numeric) variable
Compute the two weights that give the cutoff points for the three categories.
a redundant constraint is eliminated from a linear programming model. what effect will this have on the optimal
If you perform step 3 correctly you will get a negative value. These are absolute valued tests so Ignore the - sign. These problems depend on the same normal curve
what is the probability that the sample mean will be at least 1000? Do you need to use the central limit theorism to answer this question? explain.
given ten students four of which are females if two students are selected at random without replacement what is the
A study concluded that waist to hip ratios are a better predictor of 5-year survival than more traditional height-to-weight ratios.
State the alternative hypothesis in statistical terms. Define the critical region by drawing the distribution and labeling the z-critical value.
What is the probability of selecting someone at random from this population who has a cholesterol value less than 180? What is the mean and the standard deviation (error) of?
is a binomial distribution a good model for determining the probabilities of various numbers of fatal accidents during
in a test for esp extrasensory perception a subject is told that cards the experimenter can see but he cannot contain
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