Suppose that, for the subproblems formulated in Exercise 5, we define a ray-finding subproblem as…
Suppose that, for the subproblems formulated in Exercise 5, we define a ray-finding subproblem as follows: b1 is set equal to 1 and moved to the righthand side; the resulting subproblem is solved by linear programming. a) Formulate the ray-finding problem. b) Find the dual of the ray-finding problem. c) Show that a basis for the dual problem is triangular. d) Write down a recursive method for calculating the optimal solution of the dual of the ray-finding problem. [Hint. Exploit the triangular property of the basis to solve for the dual variables by back-substitution.] e) How is the solution of the primal ray-finding problem determined from the solution of the dual? Apr 24 2022 07:45 AM
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