称具有这种性质的算法为强次可行方向法。
The algorithm with such properties is called Strongly Subfeasible Directions Method.
介绍一种求解高维凸二次规划的可行方向法。
One method of solving the problem of sphere-constrained convex quadratic programming;
可行方向法是求解非线性规划问题的一类重要方法。
Methods of feasible directions are important method of a kind of solving a nonlinear programming problem.
本文对广泛应用于结构优化设计的可行方向法进行了评述。
This paper describes feasible direction method which is applied widely to optimal constitution design.
本文提出了一种结构优化设计的新方法——改进的可行方向法。
This paper reports on the modified feasible direction method, a new method of structural optimization design.
对比计算表明，本文方法还可大幅度地提高可行方向法的收敛速度。
Furthermore, the results of comparative calculation show that the new method can considerably improve the rate of convergence for the feasible direction method.
可行方向法（简称为MFD）是用于求解非线性约束最优化重要的方法之一。
The method of feasible directions (MFD for short) is an important method for solving nonlin-early constrained optimization.
本文对最大割问题的半定规划松弛提出一个可行方向法，并给出算法的收敛性证明。
The Topkis-Veinott feasible direction method is applied for the solution of this optimisation and a new algorithm is proposed.
大坝断面优化采用可行方向法和复合形法，在设计变量、目标函数相同的条件下，二种方法取得了几乎完全一致的结果。
The feasible direction method and the complex method are used in the optimal design of dam section, with the same design variables and the objective function. They led to the same result.
转轴直径搜索可行方向法(DSFD方法)是一种比较有效的求解有约束非线性规划问题的算法，但它只能得到局部最优解。
Direct search feasible direction (DSFD) is an effective algorithm for solving the constrained non-linear programming problem, however, it could only find the local optimal solution.
转轴直径搜索可行方向法(DSFD方法)是一种比较有效的求解有约束非线性规划问题的算法，但它只能得到局部最优解。
Direct search feasible direction (DSFD) is an effective algorithm for solving the constrained non-linear programming problem, however, it could only find the local optimal solution.
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