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Optimizing Data Partitioning at Broadcasting the Data on Balanced N-ary Tree Formed P2P Systems

机译:优化在广播数据分区时的平衡N-ary树形成P2P系统

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A theoretical equation for optimizing the number of data partitioning at broadcasting the data on a balanced N-ary Tree formed peer to peer (P2P) systems is shown. The optimum partitioning number is proportional to the square root of the data size and the height of the tree. It is inversely proportional to the square root of the bandwidth of the network. If the latency between nodes becomes larger, the optimum partitioning number becomes smaller. If the number of branches of the tree becomes larger, the optimum partitioning number becomes larger. The equation was applied to a computer assisted teaching system. The computer assisted teaching system has been used for several real classes of a university.
机译:示出了用于优化广播数据分区数的理论方程,示出了在形成对等体(P2P)系统的平衡N-ary树上的广播数据分区的数量。最佳分区数与数据大小的平方根和树的高度成比例。它与网络带宽的平方根成反比。如果节点之间的延迟变大,则最佳分区数变小。如果树的分支的数量变大,则最佳分区数变大。该等式应用于计算机辅助教学系统。计算机辅助教学系统已被用于大学的几个真正的大学。

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