4.6 Article

A Multi-Objective Optimization Scheduling Method Based on the Ant Colony Algorithm in Cloud Computing

Journal

IEEE ACCESS
Volume 3, Issue -, Pages 2687-2699

Publisher

IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
DOI: 10.1109/ACCESS.2015.2508940

Keywords

Cloud computing; ant colony; task scheduling; deadline; cost constraint

Funding

  1. Educational Commission of Guangdong Province, China [2013KJCX0131]
  2. Guangdong University of Petrochemical Technology's Internal Project [2012RC0106]
  3. Natural Science Foundation of Guangdong Province, China [2014A030313729]
  4. Top Level Talents Project Sailing Plan of Guangdong Province
  5. Guangdong Province Outstanding Young Professor Project
  6. Science and Technology Key Project of Guangdong [2014B010112006]
  7. Natural Science Fund of Guangdong [2015A030308017]

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For task-scheduling problems in cloud computing, a multi-objective optimization method is proposed here. First, with an aim toward the biodiversity of resources and tasks in cloud computing, we propose a resource cost model that defines the demand of tasks on resources with more details. This model reflects the relationship between the user's resource costs and the budget costs. A multi-objective optimization scheduling method has been proposed based on this resource cost model. This method considers the makespan and the user's budget costs as constraints of the optimization problem, achieving multi objective optimization of both performance and cost. An improved ant colony algorithm has been proposed to solve this problem. Two constraint functions were used to evaluate and provide feedback regarding the performance and budget cost. These two constraint functions made the algorithm adjust the quality of the solution in a timely manner based on feedback in order to achieve the optimal solution. Some simulation experiments were designed to evaluate this method's performance using four metrics: 1) the makespan; 2) cost; 3) deadline violation rate; and 4) resource utilization. Experimental results show that based on these four metrics, a multi-objective optimization method is better than other similar methods, especially as it increased 56.6% in the best case scenario.

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