大量数值实验表明，改进算法具有良好的计算稳定性和较高的计算精度。
A large amount of numerical experiments indicates that the improved algorithm has good computing stability and high accuracy.
大量的关于随机的凸二次规划问题的数值实验结果表明它的计算效率是高的，在某些条件下可能是多项式时间算法。
Some numerical results for a large number of random convex quadratic programming problems show that the new algorithm is efficient and might be a polynomial-time algorithm under some conditions.
大量数值实例表明，该算法的计算效率较普通单纯形法成倍提高。
The numerical examples show that the calculation speed of Iterative Simplex Algorithm is several times faster than that of general Simplex Algorithm.
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