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Consider the path flow formulation of the multi commodity flow problem of Section 8.8.7. Assume that for each OD pair (im, jm) there is a "reverse" OD pair (jm, im), and let cm > 0 be the ratio of the supplies of these two OD pairs. Suppose that there is the restriction that the paths used by the OD pair (im, jm) must be the reverse of the paths used by the OD pair (jm, im) and the ratios of the corresponding flows must be cm; that is, if hp is the flow carried by a path p from im to jm, then cmhp must be the flow of the reverse path of p, from jm to im. Derive an optimality condition like the one of Prop. 8.5, and the forms of the conditional gradient and gradient projection methods for this problem.
use a significance level of 0.01 to test the claim that p1 p2. use the given sample sizes and numbers of success to
Determine standard deviation be if sample contained 100 students rather than 50? How large the sample is required to decrease standard deviation of percentage who say "Yes" from 7% to 3.5%?
A manager hopes to improve the sales figures for 10 employees by sending them to a motivational seminar. To test the effectiveness of this seminar
Express the moment of the couple acting on the pipe assembly in Cartesian vector form. Solve the problem (a) using Eq. 4-13 and (b) summing the moment of each force about point O. Take F = {25k} N
for a lawyer 10 clients come to see her on average every day. the time of talking to each customer follows an
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If it is assumed that the probability distribution for the number of room rentals forms a normal distribution, what is the probability that on a given night?
a particular variety of watermelon weighs on average 23.8 pounds with a standard deviation of 1.35 pounds. consider the
According to one study, 21% of all college students nationwide identify themselves as politically liberal. You suspect this percentage may be different at Swarthmore. You plan a survey of first-year students to test your suspicion. What hypotheses..
Find the value of z such that approximately 47.93% of the distribution lies between it and the mean.
Use a decision tree to recommend a decision. What is the expected value of the market research information? What is the efficiency of the information?
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