1·It is discovered that convergence rate with asymptotical optimality for the proposed EB test can arbitrarily approach to 1 under certain conditions.
并发现对所提出的EB检验，在某些条件下，具有渐近最优性的收敛速率，能够任意接近于1。
2·Comparedwith the existing results, this method is simpler in computation and valid for the case of elliptical orbits with global optimality guaranteed.
与现有一些结果相比，这里提出的方法计算简单，而且适用于一般共面椭圆轨道情况，并保证全局最优性。
3·In this paper, a few optimality conditions for strictly efficient points of set valued optimization are presented by using the concept of contingent derivatives of set valued mad.
该文利用集值映射的三种切上导数概念，给出了向量集值优化问题中严有效点的最优性条件。
4·It has asymptotic optimality.
它具有渐近最优性。
5·An experiment shows that the method has advantage in performance and outputted node number, and moreover, when the space of the main memory is changed, the method still has notable optimality.
通过实验表明，此方法在性能，输出结点数量上都有优势，而且在主存空间变化时，此方法仍具有明显的最优性。