Question: 3.6 Suppose that a linear programming problem has the following property: its initial dictionary is not degenerate and, when solved by the simplex method, there

3.6

Suppose that a linear programming problem has the following property: its initial dictionary is not degenerate and, when solved by the simplex method, there is never a tie for the choice of leaving variable. (a) Can such a problem have degenerate dictionaries? Explain. (b) Can such a problem cycle? Explain.

Vanderbei ex 3.6: Suppose that a linear programming problem has the following property: its initial dictionary is not degenerate and, when solved by the simplex method, there is never a tie for the choice of leaving variable. Can such a problem have degenerate dictionaries? Explain

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