A multi-objective differential evolution approach for the question selection problem

D. V. Paul, J. Pawar
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引用次数: 1

Abstract

Examinations are important tools for assessing student performance. They are commonly used as a metric to determine the quality of the students. However, examination question paper composition is a multi-constraint concurrent optimization problem. Question selection plays a key role in question paper composition system. Question selection is handled in traditional systems by using a specified question paper format containing a listing of weightages to be allotted to each unit/module of the syllabus. They do not consider other constraints such as total time duration for completion of the paper, total number of questions, question types, knowledge points, difficulty level of questions etc,. In this paper we have proposed an innovative evolutionary approach that handles multi-constraints while generating question papers from a very large question bank. The proposed Multi-objective Differential Evolution Approach (MDEA) has its advantage of simple structure, ease of use, better computational speed and good robustness. It is identified to be more suitable for combinatorial problems as compared to the generally used genetic algorithm. Experimental results indicate that the proposed approach is efficient and effective in generating near-optimal or optimal question papers that satisfy the specified requirements.
问题选择问题的多目标差分进化方法
考试是评估学生表现的重要工具。他们通常被用作衡量学生质量的标准。然而,试卷作文是一个多约束并发优化问题。题型选择在题型组成系统中起着关键作用。在传统的考试系统中,选择问题的方式是使用指定的试卷格式,其中列出了分配给教学大纲中每个单元/模块的权重。他们不考虑其他限制,如完成论文的总时间,问题总数,问题类型,知识点,问题的难度等级等。在本文中,我们提出了一种创新的进化方法,该方法在从非常大的题库生成试卷时处理多约束。所提出的多目标差分进化方法具有结构简单、易于使用、计算速度快、鲁棒性好等优点。与一般使用的遗传算法相比,它更适合于组合问题。实验结果表明,该方法在生成满足指定要求的近最优或最优试卷方面是有效的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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