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There are 12 papers published in subject: > since this site started. |
Results per page: | 12 Total, 2 Pages | << First < Previous 1 2 |
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1. Establishment of Fusion Rules for Fixed Ground Target | |||
Liao Zhoubao ,Liu Zhao ,Han Chuanjiu | |||
Electrics, Communication and Autocontrol Technology 06 November 2006 | |||
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Abstract:The position fusion of ground targets is required for forming a correct enemy situation map when a certain target is observed by a Mobile Ground Scouting System (MGSS) several times or by several MGSSs. Position error of target is the basis of fusion. The measuring model of fix ground target has been founded under the geodetic rectangular coordinates by analyzing the process of MGSS determining position of target. The theoretic distributing rule of coordinate errors is deduced according to the transfer course of errors and approximated to the normal distribution based on analyzing components of errors. The simulation has proved that the approximation of distribution rule is practicable. Fusion rule of fixed ground target has been established through selecting shape and calculating size of fusion gate. | |||
TO cite this article:Liao Zhoubao ,Liu Zhao ,Han Chuanjiu . Establishment of Fusion Rules for Fixed Ground Target[OL].[ 6 November 2006] http://en.paper.edu.cn/en_releasepaper/content/9280 |
2. The researching which based on Cantor’s set in analysis of the functional symmetry | |||
Cheng Xin ,Wang Shuangwei | |||
Electrics, Communication and Autocontrol Technology 18 November 2005 | |||
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Abstract:The original concept of Cantor sets to analysis unimodal signal stem from the chemistry ,the data which use the instrument of chromatogram to measure are always unimodal and asymmetry. Whether can use Cantor sets to analysis signal so that I make try. Cantor functions stems from the convince of separate form ,but Cantor sets is a perfect uncounted and self-symmetric set , so that we can use Cantor sets to research problems such as the symmetry of signal. In the certain range, comparing the result of Cantor’s function using limited dot to compute biased coefficient with using the method of third order accumulation to compute the signal’s biased coefficient ,we find that both the equispaced Cantor sampling functions and discrete Cantor sampling functions can describe the symmetry sketch. Furthermore , when we choose some unimodal signals for example , the conclusion is that when period come bigger, using Cantor functions to describe symmetric resolution are better than the method of third order accumulation. | |||
TO cite this article:Cheng Xin ,Wang Shuangwei. The researching which based on Cantor’s set in analysis of the functional symmetry[OL].[18 November 2005] http://en.paper.edu.cn/en_releasepaper/content/3695 |
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