| 1. | Defines the error level of an item listed in the error list tool window
定义列在“错误列表”工具窗口中的项的错误级别。 |
| 2. | Ms - dos passes the low byte to the parent process or operating system error level
Ms - dos将低字节传递给父进程或操作系统错误级别。 |
| 3. | The application ends with an error level event to trigger the imappender action
这个应用程序总是以error事件结束，该事件将触发一次im消息传送。 |
| 4. | The message number , state , and error level are displayed for errors of the specified severity level or higher
显示指定的或更高严重级别的错误的消息数、状态和错误级别。 |
| 5. | However , there is a way to configure php variables in apache to guarantee the setting of the correct error levels
但是，有一种方法可以在apache中配置php变量，从而保证设置了正确的出错级别。 |
| 6. | 7 a new algorithm , gradient estimation algorithm with variable parameters and the local polynomial approximation is presented . this algorithm is a quasi - robust algorithm . the method to obtain the error levels and the ranges of parameters are given
提出了一种基于局部多项式逼近的变参数递归梯度估计算法，该算法是一种准鲁棒辨识算法。给出了误差域和参数的取值范围。 |
| 7. | Generally , the gravity introduced deformation of an optical lens with smaller aperture ( < ( 100mm ) within visible band is about ( / 20 even less than this value . for general optical lens , this error level can be entirely neglected . but for the high - accuracy optical system within extreme ultraviolet band , the error caused by gravity deformation will lead to imaging quality degradation
本文较为系统地介绍了光学镜头的装配与调校方法，一般地讲，在可见波段内，光学镜片口径较小（ < 100mm ）时，重力引起的变形一般/ 20左右甚至更小，对于一般的光学镜头这样量级的误差完全可以忽略，但在极紫外短波长的高精度光学系统中重力变形带来的误差会使光学系统成像质量下降。 |
| 8. | The dissertation is composed as follows : 1 . a new algorithm , incremental estimation rls algorithm with variable parameters and the local polynomial approximation is presented . the concept of error levels is given , the method to obtain the error levels and . the ranges of parameters ale also given . this algorithm has fast tracking ability and good ability to overcome the noise
提出了一种基于局部多项式逼近的变参数增量估计最小二乘算法，给出了误差域的概念和其取值范围。给出了参数取值范围。该算法具有较快的跟踪性能和较强的抗噪声能力。 |
| 9. | 3 . . the effect of measurement error is considered as gauss white noise . through theoretical analysis and numerical simulation , damage assessment results are also subject to gauss distribution . furthermore , results indicate that the mean keeps intact , but the standard deviation is linear to error level
3 、将测量误差的影响考虑为正态分布的高斯白噪声，通过理论分析和数值模拟，说明用灵敏度分析法识别结构损伤时，损伤识别结果也服从高斯正态分布，其平均值保持不变，而方差则与误差水平成线性关系。 |
| 10. | In this article , we will discuss the ways of how to get their stable numerical solutions , in which the continous and discrete regularization method , with and without knowing the error level 6 of input data , are presented and a regularization strategy based on linear approximation for identifying the nonlinear source term is also given
本文将讨论获得其稳定数值解的计算方法，包括在原始数据的误差水平已知和未知情况下的连续正则化与离散正则化方法以及识别非线性源项的基于线性逼近的正则化策略等。 |
