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1. Derive the score test for log(ψ) = 0 (i.e., ψ(OR)=1) for 1:1 matched data with dichotomous exposure. Compare your result to McNemar's test; why are they different? Hint: Use the likelihood presented in class (for 1:1 matched, dichotomous exposure) to obtain the score function (first derivative of log likelihood with respect toψ) and the information (minus the expectation of the second derivative of log likelihood with respect toψ, where the expected values of n10 and n01 are those expected under the null hypothesis). Then the score test is the ratio of (score2/information), evaluated at the null hypothesis. 2. Show that the Mantel-Haenszel estimate for 1:1 matching with dichotomous exposure gives the maximum likelihood estimate for the odds ratio (i.e. the ratio of discordant pairs).
the westhouser paper company in the state of washington currently has an option to purchase a piece of good timber
1. listed below are the numbers of people executed in the united states from 1976 nbsp to 1994. in 1976 the u.s.
Is the random variable discrete or continuous?
State the five types of central tendency in general use. Which of these are most frequently used in SPC work and calculate the median for the group of results tabulated below: 1,3,4,6,7,9,11,14,16,17,18.
1. suppose south korea can produce 100 computer chips with 10 hours of labor input and 50 bed linens with 6 hours of
There evidence that the mean price is higher at Whole Foods Market than at the Fairway supermarket and interpret the meaning of the p-value in (a)
writenbspa 2 page critique of an online user manual. you can download a usernbspmanualuser guide for a product of your
Quarterly billing for water usage is shown below.
The growth of bacterial colonies follows a Poisson distribution.
in table 2 in p. 175 hatchett and park 2004 presented the correlations among optimism lot-r total and positive items
What is the preventive maintenance cost that makes the manager indifferent between a one week and a two week preventive maintenance strategy?
Determine and interpret the sensitivity of mammography.
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