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S模式监视数据质量分析系统设计与实现
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作者 陈恺 《软件》 2020年第7期228-234,共7页
为了提升S模式监视数据在空管自动化系统的利用效率和运行稳定性,提出一种基于αβγ的航迹滤波算法和相关S模式监视数据处理与解析的算法模型。主要研究报文关键数据项的解析,利用算法模型进行监视数据质量评估和航迹平面投影。依据所... 为了提升S模式监视数据在空管自动化系统的利用效率和运行稳定性,提出一种基于αβγ的航迹滤波算法和相关S模式监视数据处理与解析的算法模型。主要研究报文关键数据项的解析,利用算法模型进行监视数据质量评估和航迹平面投影。依据所研究的算法,设计了一款S模式监视数据质量分析系统,该系统支持多路监视源信道的接入,能实时分析数据质量,统计相关误码率,具备真实反映目标航迹运动态势等功能。实验结果表明:该系统工程实现较为简洁,具有良好的稳定性和鲁棒性,能协助技术维护人员及时发现S模式监视数据源的异常情况,为推动S模式监视数据广泛应用提供了一种可行、有效的监测方式,在空管单位或地方塔台具有一定的应用价值。 展开更多
关键词 自动化系统 S模式监视数据 质量分析 航迹解析 功能实现
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数据集成系统中数据源描述的框架方法
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作者 谢丽聪 白清源 《福州大学学报(自然科学版)》 CAS CSCD 2002年第3期289-293,309,共6页
查询重组是数据集成系统中必不可少的模块之一 ,关于数据源的内容以及它们之间联系的描述 ,是其首要任务 .在基于IA(InformationAgent)的数据集成系统中 ,可以利用多Agent系统中的匹配 (Matchmaking)机制来实现查询重组 ,本文首先给出... 查询重组是数据集成系统中必不可少的模块之一 ,关于数据源的内容以及它们之间联系的描述 ,是其首要任务 .在基于IA(InformationAgent)的数据集成系统中 ,可以利用多Agent系统中的匹配 (Matchmaking)机制来实现查询重组 ,本文首先给出在这种环境下查询重组模块的工作流程 ,然后提出一种知识表示中的框架来描述数据源和用户查询 。 展开更多
关键词 数据集成系统 查询重组 框架表示法 中介模式 数据源模式 多AGENT系统 框架匹配 数据
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Improved Pattern Tree for Incremental Frequent-Pattern Mining 被引量:1
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作者 周明 王太勇 《Transactions of Tianjin University》 EI CAS 2010年第2期129-134,共6页
By analyzing the existing prefix-tree data structure, an improved pattern tree was introduced for processing new transactions. It firstly stored transactions in a lexicographic order tree and then restructured the tre... By analyzing the existing prefix-tree data structure, an improved pattern tree was introduced for processing new transactions. It firstly stored transactions in a lexicographic order tree and then restructured the tree by sorting each path in a frequency-descending order. While updating the improved pattern tree, there was no need to rescan the entire new database or reconstruct a new tree for incremental updating. A test was performed on synthetic dataset T1014D100K with 100 000 transactions and 870 items. Experimental results show that the smaller the minimum sup- port threshold, the faster the improved pattern tree achieves over CanTree for all datasets. As the minimum support threshold increased from 2% to 3.5%, the runtime decreased from 452.71 s to 186.26 s. Meanwhile, the runtime re- quired by CanTree decreased from 1 367.03 s to 432.19 s. When the database was updated, the execution time of im- proved pattern tree consisted of construction of original improved pattern trees and reconstruction of initial tree. The experiment results showed that the runtime was saved by about 15% compared with that of CanTree. As the number of transactions increased, the runtime of improved pattern tree was about 25% shorter than that of FP-tree. The improved pattern tree also required less memory than CanTree. 展开更多
关键词 data mining association rules improved pattern tree incremental mining
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A Parsing Graph-based Algorithm for Ontology Mapping
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作者 王宗江 王英林 +1 位作者 张申生 杜涛 《Journal of Donghua University(English Edition)》 EI CAS 2009年第3期323-328,共6页
Ontology mapping is a critical problem for integrating the heterogeneous information sources. It can identify the elements corresponding to each other. At present, there are many ontology mapping algorithms, but most ... Ontology mapping is a critical problem for integrating the heterogeneous information sources. It can identify the elements corresponding to each other. At present, there are many ontology mapping algorithms, but most of them are based on database schema. After analyzing the similarity and difference of ontology and schema, we propose a parsing graph-based algorithm for ontology mapping. The ontology parsing graph (OP-graph) extends the general concept of graph, encodes logic relationship, and semantic information which the ontology contains into vertices and edges of the graph. Thus, the problem of ontology mapping is translated into a problem of finding the optimal match between the two OP-graphs. With the definition of a universal measure for comparing the entities of two ontoiogies, we calculate the whole similarity between the two OP-graphs iteratively, until the optimal match is found. The results of experiments show that our algorithm is promising. 展开更多
关键词 ontology mapping HETEROGENEOUS GRAPH SIMILARITY
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