在可行方向算法的基础之上,加入了精确的一维搜索(牛顿法),对具有线性等式约束的非线性规划问题提出了一种新算法,并以实例说明此算法的有效性.
On the base of the feasible direction algorithms,the authors added accurate one dimension search method into it and gained a new algorithm for the nonlinear programming with linear equality constraints.An example is given to testify the availability of this algorithm.