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151.
152.
经典的目标检测方法是Bayes方法,通常为门限检测。本文将利用Hough变换推导一种通过非相参积累实现目标检测和航迹启动的方法。针对目标的信噪比不同的情况,讨论了两种非相参积累形式,一种是直接积累,另一种是二值积累。二值积累在检测微弱目标时有独特的优越性。本文还讨论了两种非相参积累方法的理论检测性能。 相似文献
153.
本文首先对单导联心电图( E C G)信号的小波变换进行假设检验,得到 Q R S波群的位置和检验的虚警漏报概率,然后对 12 导联检测结果作峰点比对融合和决策加权融合处理,最终得到精确的 Q R S位置。实验表明这种方法对各种主要病症的 Q R S波群均能准确检出,正确率在 9995% 以上。 相似文献
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综述了小波变换的原理和性质以及它在直升机声目标识别当中的应用。主要论述了利用小波变换进行信号分解与滤波、目标特征提取等方面的应用,最后给出了计算机模拟仿真结果。结果表明,利用信噪分离方法和目标特征提取方法可以在低信噪比情况下准确识别目标。 相似文献
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应用广义偏离原则对黑体辐射问题进行了反演的研究,给出了正则参数的选择方法,由计算机仿真结果知,该方法计算精度高,有良好的应用前景。 相似文献
158.
成礼智 《国防科技大学学报》1993,15(4):91-95
本文建立了运算量级为O(nlog_2m) 的多项式快速除法(其中,m,n分别为除式与被除式的多项式次数),把点数n+1为2的幂次的多项式快速插值推广到n+1为任意数情形,提出了运算量级为O (n log_2~2n) 的快速插值算法。 相似文献
159.
The well‐known generalized assignment problem (GAP) involves the identification of a minimum‐cost assignment of tasks to agents when each agent is constrained by a resource in limited supply. The multi‐resource generalized assignment problem (MRGAP) is the generalization of the GAP in which there are a number of different potentially constraining resources associated with each agent. This paper explores heuristic procedures for the MRGAP. We first define a three‐phase heuristic which seeks to construct a feasible solution to MRGAP and then systematically attempts to improve the solution. We then propose a modification of the heuristic for the MRGAP defined previously by Gavish and Pirkul. The third procedure is a hybrid heuristic that combines the first two heuristics, thus capturing their relative strengths. We discuss extensive computational experience with the heuristics. The hybrid procedure is seen to be extremely effective in solving MRGAPs, generating feasible solutions to more than 99% of the test problems and consistently producing near‐optimal solutions. © 2001 John Wiley & Sons, Inc. Naval Research Logistics 48: 468–483, 2001 相似文献
160.
Consider a binary, monotone system of n components. The assessment of the parameter vector, θ, of the joint distribution of the lifetimes of the components and hence of the reliability of the system is often difficult due to scarcity of data. It is therefore important to make use of all information in an efficient way. For instance, prior knowledge is often of importance and can indeed conveniently be incorporated by the Bayesian approach. It may also be important to continuously extract information from a system currently in operation. This may be useful both for decisions concerning the system in operation as well as for decisions improving the components or changing the design of similar new systems. As in Meilijson [12], life‐monitoring of some components and conditional life‐monitoring of some others is considered. In addition to data arising from this monitoring scheme, so‐called autopsy data are observed, if not censored. The probabilistic structure underlying this kind of data is described, and basic likelihood formulae are arrived at. A thorough discussion of an important aspect of this probabilistic structure, the inspection strategy, is given. Based on a version of this strategy a procedure for preventive system maintenance is developed and a detailed application to a network system presented. All the way a Bayesian approach to estimation of θ is applied. For the special case where components are conditionally independent given θ with exponentially distributed lifetimes it is shown that the weighted sum of products of generalized gamma distributions, as introduced in Gåsemyr and Natvig [7], is the conjugate prior for θ. © 2001 John Wiley & Sons, Inc. Naval Research Logistics 48: 551–577, 2001. 相似文献