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Using Self-led Critical Friend Topology Based on P2P Chord Algorithm for Node Localization within Cloud Communities

机译:基于P2P Chord算法在云社区中的节点本地化基于P2P Chord算法的自主关键朋友拓扑

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Resource provision within critical friend environment take place on a demand fashion and it is based on the aptitude of members to look across multiple locations for resource discovery and allocation. A major concern of such large scale and uncertain topology setting is the capability of members (nodes) to efficiently search and locate neighbouring participants. Here we adopt a Peer to Peer (P2P) approach in which every node in the network acts alike and discovers resources in a distributed coordination. More specifically, we propose the use of Chord algorithms, as a distributed peer to peer lookup protocol, put forward a new solution by assigning keys to different nodes. By specifying the aspect in which keys (data) are assigned to nodes, and how a node can determine the value for a given key, the algorithm locates the node responsible for that key. In the work herein we discuss a notable case, namely how Chord algorithms as a distributed P2P lookup protocol may determine provable solutions to the problem of efficient large scale Grid and Cloud resource localization. More specifically, the aforementioned proposal deals with the load balancing, scalability and availability of Grid and Cloud resources in a decentralized manner.
机译:关键朋友环境中的资源规定在需求时代进行,它基于成员的能力,以便在多个位置看用于资源发现和分配。这种大规模和不确定的拓扑结构的主要问题是成员(节点)的能力,以有效地搜索和定位邻近的参与者。在这里,我们采用对等体(P2P)方法,其中网络中的每个节点都是相似的,并在分布式协调中发现资源。更具体地,我们提出了与分布式对等查找协议的分布式对等协议的使用,通过将键分配给不同的节点来提出新的解决方案。通过指定将键(数据)分配给节点的方面,以及节点如何确定给定密钥的值,该算法定位负责该键的节点。在本文的工作中,我们讨论了一个值得注意的情况,即如何将和弦算法作为分布式P2P查找协议的方法可以确定有效的大规模网格和云资源本地化问题的可证明解决方案。更具体地说,上述提案以分散的方式处理电荷平衡,滚动和云资源的可扩展性和可用性。

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