Thread: linear programming

hi ,
I need to write a Matlab code to solve the "six hump camel back function" by simplex method with any linear s.t. : M2: Six-hump Camel Back function ,
In order to find the min for that problem, Im using Sequntial linear programming.
In each iteration of the SLP im solving a new set of linear equations, and my problem is that after one or two iterations i get a set of equations in wich
the cost function has only nonpositive coefficients. As far as I know when all the cost coef' are nonpositive (in min problem) it means that optimum is achieved. So what do I do if all the cost coef' are nonpositive to begin with? and what is the solution in this case?

Linear programming is also the process of taking several linear inequalities relating to some situation, and most finding the best value obtainable. A basic example would be taking the limitations of materials and also labor, and then determining the best production levels for more profits under those conditions.
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