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A Grid-enabled Framework for Exact Optimization Algorithms

机译:支持网格的精确优化算法的框架

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In this paper we present a framework for writing exact optimization algorithms distributed on a grid environment. It presents a new way of reusing design and code for multi-objective optimization methods in conjunction with assistant methods. These kinds of methods are used mainly for reducing the search space, or for using a mono-objective method for solving a multi-objective problem, or both. We use a master-slave paradigm for the parallelization of the work units and a branch and bound algorithm as a default assistant method. The branch and bound algorithm is also distributed on grids which allows a two level parallelism for the optimization. We show how the different objects are codified in order to allow less communication while at the same time maintaining the reusability requirement. A sample instantiation of the framework is presented using the Parallel Partitioning Method (PPM). Preliminary results are shown using different Flowshop instances.
机译:在本文中,我们介绍了一种写入在网格环境上分布的精确优化算法的框架。它提出了一种重用设计和代码的新方式,与助理方法结合使用多目标优化方法。这些类型的方法主要用于减少搜索空间,或者使用单对象方法来解决多目标问题,或两者。我们使用主从PARADIGM用于工作单元的并行化和分支和绑定算法作为默认助理方法。分支和绑定算法还分布在网格上,该网格允许两级并行性进行优化。我们展示了如何编写编码不同的对象,以便在保持可重用性要求的同时允许较少的通信。使用并行分区方法(PPM)呈现框架的示例实例化。使用不同的流程实例显示初步结果。

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