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本程序实现运筹学--非线形规划中的单纯形法,求fmin(X)=4*(X1-5)*(X1-5)+(X2-6)(X2-6)的具有最小值时的最优解,如需改变所求函数,在子函数f中修改即可-the program tacticians-- non-linear planning for the simplex method, seeking fmin (X) = 4* (X1- 5)* (X1- 5) (X2-6) (X2-6) with the minimum of the optimal solution, and if necessary change change the demand function, f Functions can be modified