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原始单纯形法(需直接给出初始的基变量) 求解标准型线性规划:max C*X s.t. A*X=b (b>=0) X>=0 输入:C是n维行向量,A是m*n的系数矩阵,b是m维列向量,XB承装初始基变量的下标。输出:x最优解(如果有的话),fval最优值,flag解的状态说明,interation求解时的循环次数。-Original simplex method (to be given directly to the initial base variable) Solving the standard linear programming: max C* X st A* x = b (b> = 0) X> = 0 Input: C is an n-dimensional row vector, A is a coefficient matrix of m* n, b is the m-dimensional column vector, XB Holds initial base variable subscript Output: x optimal solution (if any) fval optimal value of the state flag solution illustrates the interation solution cycles.
Date : 2025-12-22 Size : 1kb User : kangkankan
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