提出求方程实根的一种大范围收敛的迭代方法。
For extraction of real roots of an equation, an iteration method with large scope convergence is presented.
该方法的优点包括更好的质量的结果的一个设计，更少的时序收敛的迭代和不太复杂的设计流程。
The advantages of the method include better quality-of-result of a design, fewer timing closure iterations and less complex design flow.
提出了计算失效率的快速收敛的迭代算法，并分析了失效率与广义强度和广义应力的均值及变异系数的关系。
What's more, the relation between the probability and the average values and variation coefficients of generalized stress and generalized strength is analyzed.
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