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An automatic subdigraph renovation plan for failure recovery of composite semantic Web services
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作者 Hadi SABOOHI Sameem ABDUL KAREEM 《Frontiers of Computer Science》 SCIE EI CSCD 2013年第6期894-913,共20页
A Web service-based system never fulfills a user's goal unless a failure recovery approach exists. It is inevitable that several Web services may either perish or fail before or during transactions. The completion of... A Web service-based system never fulfills a user's goal unless a failure recovery approach exists. It is inevitable that several Web services may either perish or fail before or during transactions. The completion of a composite process relies on the smooth execution of all constituent Web services. A mediator acts as an intermediary between providers and consumers to monitor the execution of these services. If a service fails, the mediator has to recover the whole composite process or else jeopardize achieving the intended goals. The atomic replacement of a perished Web service usually does not apply because the process of locating a matched Web service is unreliable. Even the system cannot depend on the replacement of the dead service with a com- posite service. In this paper, we propose an automatic renova- tion plan for failure recovery of composite semantic services based on an approach of subdigraph replacement. A replacement subdigraph is posed in lieu of an original subdigraph, which includes the failed service. The replacement is done in two separate phases, ofltine and online, to make the recovery faster. The ofitine phase foresees all possible subdigraphs, pre-calculates them, and ranks several possible replacements. The online phase compensates the unwanted effects and executes the replacement subdigraph in lieu of the original subdigraph. We have evaluated our approach during an experiment and have found that we could recover more than half of the simulated failures. These achievements show a significant improvement compared to current approaches 展开更多
关键词 semantic Web service composite services fail- ure recovery subdigraph replacement
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含有两个非临界点的强连通定向图的弧数(英文)
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作者 林上为 李春芳 王世英 《运筹学学报》 CSCD 2011年第3期57-61,共5页
证明顶点数为n≥4,弧数为m≥(n-1/)+3的强连通定向图D中存在两点u^*、u^*,使得D—u^*和D-^*都是强连通的,并用例子说明这里所给的关于弧数的下界是紧的.
关键词 有向图 强连通子图 临界点
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具有禁止诱导特殊短有向路的超欧拉有向图(英文)
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作者 郑焕 刘娟 董畅畅 《晓庄学院自然科学学报》 CAS 北大核心 2018年第3期64-70,共7页
D是严格有向图(无环与重弧),如果D有一个生成欧拉子有向图,则称D是超欧拉的.文章主要研究一个强有向图成为超欧拉的禁止诱导子有向图的图条件.如果H■D,V(H)={x_1,x_2,x_3,x_4}而且A(H)={(x_2,x_1),(x_3,x_2),(x_3,x_4)},则称H是有向路P... D是严格有向图(无环与重弧),如果D有一个生成欧拉子有向图,则称D是超欧拉的.文章主要研究一个强有向图成为超欧拉的禁止诱导子有向图的图条件.如果H■D,V(H)={x_1,x_2,x_3,x_4}而且A(H)={(x_2,x_1),(x_3,x_2),(x_3,x_4)},则称H是有向路P'4;如果H■D,V(H)={x_1,x_2,x_3,x_4}而且A(H)={(x_1,x_2),(x_2,x_3),(x_4,x_3)},则称H是有向路P″4.定义了有向图类F(Γ,h),主要研究了当h'≥h_4(h″≥h_4)且h'_4(h″_4)是最小值时,每个有向图在F(P'_4,h')(F(P″_4,h″))中是超欧拉的. 展开更多
关键词 欧拉有向图 超欧拉有向图 禁止诱导子有向图 最短有向路
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具有禁止子图的有向图是超欧拉有向图的条件
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作者 郑焕 董畅畅 《商丘师范学院学报》 CAS 2018年第3期8-10,共3页
D是严格有向图(无环与重弧),如果D有一个生成欧拉子图,则称D是超欧拉有向图,也可以定义D为含有一个生成闭迹.文章主要研究一个至少有3个点的强连通有向图成为超欧拉有向图的禁止诱导子图的条件.
关键词 强连通 超欧拉 S-路 禁止诱导子图
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