| 1. | Sensitivity analysis of a parametri
参数变分不等式的灵敏性分析 |
| 2. | Sensitivity analysis of reliability to design parameters of spur gear
直齿圆柱齿轮的可靠度对设计参数的灵敏性分析 |
| 3. | Solution sensitivity analysis for generalized set - valued quasi - variational inclusions
广义集值拟变分包含问题解的灵敏性分析 |
| 4. | Sensitivity analysis for generalized nonlinear parametric implicit quasi - variational inclusions
广义非线性含参隐拟变分包含解的灵敏性分析 |
| 5. | Sensitivity analysis for a system of parametric generalized set - valued quasi - variational inclusions
一类含参广义集值拟变分包含组的解的灵敏性分析 |
| 6. | Sensitivity analysis for a system of generalized mixed quasi - variational inclusions involving h - maximal monotone mappings
极大单调映象的广义混合拟变分包含组的灵敏性分析 |
| 7. | Sensitivity analysis revealed that unmeasured confounders that increase the risk for death could diminish or eliminate the observed associations
灵敏性分析表明存在死亡风险性增加会减少或去除观察相关性的混杂（因素） 。 |
| 8. | Sensitivity analyses showed that the model is more sensitive to hydraulic conductivity and least sensitive to specific storage and more sensitive to recharge factor compared to the hydraulic conductivity
灵敏性分析表明：模型对渗透系数比较敏感，而对给水度相对不敏感；降水补给的影响大于渗透系数的影响。 |
| 9. | Circuit analysis sub - system adopts the newly advanced methodology , circuit topology analysis , and circuit sensitivity analysis to generate layout constraints and control performance degradations
电路分析子系统采用新提出的信号流分析方法再结合已有的电路拓扑分析和电路灵敏性分析方法生成布图约束控制电路性能的衰减。 |
| 10. | In this paper , by recalling the developping history of variational inequalities and by using many other authors " results in this field , especially by using the concept of generalized m - accretive mappings in banach spaces and the relevant results which was first introduced and studied by huang and fang , we introduce and study a new class of parametric nonlinear variational inclusions involving generalized m - accretive mappings in banach spaces and prove the existence theorems of solutions . at last , we also analyze the sensitivity of solutions for this kind of nonlinear variational inclusions .
通过变分不等式的引入和发展历史的回顾，借用前人对有限维空间和hilbert空间中(广义)变分不等式问题解的存在性和灵敏性分析的已知结果，特别是， huang和fang最近引入的广义m -增生的概念以及其相应的结果，我们研究并分析了banach空间中一类具广义m -增生映象的含参非线性变分包含问题。 |
