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Question: A pure monopolist on two distinct and separated final commodity markets faces prices p1 = c1 - D1x1 and p2 = c2 - D2x2, respectively, where Di are asymmetric positive semidefinite matrices, i = 1, 2. On the input side he behaves as a perfectly discriminating monopsonist on two distinct and separated markets. The input supply functions on each market are s1 = b1 + E1y1 and s2 = b2 + E2y2, respectively, where the Ei matrices are symmetric positive semidefinite, i = 1, 2. This entrepreneur uses a linear technology A to produce his output.
(a) Formulate the appropriate primal specification, giving a meaningful interpretation to each component.
(b) Derive the dual problem and interpret each component.
(c) Restate the problem in an LCP structure.
The Game of Morra. Two players simultaneously throw out one or two fingers and call out their guess as to what the total sum of the outstretched fingers.
Consider a facility open 24 hours per day with a single machine that is used to service only one type of job. The company policy is to limit the number of jobs.
A pound of supplement two added to each productions batch of Toasties will provide 2 units of vitamin A and 1 unit of vitamin B for each box. How can Ajax satisfy these minimum vitamin requirement while keeping the cost of supplementary ingredient..
Math 054 Partial Differential Equations - HW Assignment 9. Compute the Fourier transform Fk(α) for k = 1, 2, ... and sketch the graphs of fk(x) and Fk(α) for k = 1, 2, 3. Relate the changes in fk(x) as k varies to the corresponding changes in Fk(α)
In purest form the Peter Principle seems to imply two special features of a promotional system: once reaching a level of incompetence an individual never.
Write a function prime that return 1 if its argument is a prime number and return 0 otherwise - write a recursive function to calculate the nth power of x.
If the potential inside the box follows a 2D Laplace equation, plot the 2D grid, and start from all zeros initial solution for internal nodes, then: Find the potentials at the internal grid nodes, using Standard Liebmann's Method (i.e. λ = ??), aft..
Consider the matrix H = I -hhT, where h is a column vector in M.n and I is the properly sized identity matrix. Prove that H is orthogonal, provided that h T h = 1. This matrix is known as the Householder matrix.
The life span is normally distributed with a standard deviation of 500 hours. The firm is considering a 3,800 hours' warranty on the circuit board. If this warranty policy is adopted, what proportion of circuit boards should the firm expect to rep..
Describe how to perform the extract operation, E(t,i,b), proposed by Lipton, where t is a test tube, i is a given position on the strand, and b is a basis.
question 1 the data in djia.xls represent the closing values of the dow jones industrial average djia from 1979 through
What process for the FRAs is equivalent to the log-normal process for forward rates? Suppose we make the FRAs log-normal, what process do we get for the rates?
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