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A mathematical multi-dimensional mechanism to improve process migration efficiency in peer-to-peer computing environments

机译:一种数学多维机制,可提高对等计算环境中的流程迁移效率

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In high-performance computing systems, choosing a suitable mechanism for migrating the processes has direct effects on the performance of the system. In traditional systems like clusters, process transmission in process migration management is done using a single mechanism. By changing the requirements of computing systems, open systems like grid and peer-to-peer systems are created. In these systems, the system management does not have a complete view of the nature of all processes due to scalability. Therefore, using a fixed mechanism may decrease the performance of the system. This paper represents a mathematical model for choice process migration mechanism using vector definition of global activities and migration mechanisms. This model helps in the management of process migration by considering the system’s situation and also based on processes types begin to choose a process migration strategy. The result of evaluation indicates the validity of this mathematical model. The required information for this modeling can be extracted from the data structures of the operating system.
机译:在高性能计算系统中,选择合适的机制来迁移进程会直接影响系统的性能。在像集群这样的传统系统中,流程迁移管理中的流程传输是使用单一机制完成的。通过更改计算系统的要求,创建了诸如网格和对等系统之类的开放系统。在这些系统中,由于可伸缩性,系统管理无法完全了解所有进程的性质。因此,使用固定机制可能会降低系统的性能。本文使用全局活动的矢量定义和迁移机制,为选择过程迁移机制提供了数学模型。该模型通过考虑系统状况并基于流程类型开始选择流程迁移策略,从而有助于流程迁移的管理。评估结果表明该数学模型的有效性。可以从操作系统的数据结构中提取此建模所需的信息。

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