The Application of Assignment Problem Optimal Solution Using Ones Assignment Method in The Curriculum Developer Team

E. Wulan, Dindin Jamaluddin, A. Hermawan, T. Ratnasih
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引用次数: 2

Abstract

This paper considers the issue of assignment to solve the problem of minimization using Ones Assignment Method. The objective is to perform the minimization problem using Ones Assignment Method. This method offers significant advantages over similar methods, in the process, first we define the assignment matrix, then by using determinant representation we obtain a reduced matrix which has at least one in each row and columns. Then by using the new method, we obtain an optimal solution for assignment problem by assigning ones to each row and each column. The new method is based on creating some ones in the assignment matrix and then try to find a complete assignment. The proposed method is a systematic procedure, easy to apply and can be utilized for all types of assignment problem with maximize or minimize objective functions. This method is applied to the research object of a consulting company developing mathematics curriculum with 5 experts and 5 stages of curriculum planning and development process. Obtained results in case Minimum minimization time of 24 days.
作业问题最优解在课程开发团队中的应用
本文考虑分配问题,用一元分配法解决最小化问题。目的是用一赋值法求解最小化问题。与同类方法相比,该方法具有明显的优点,在此过程中,我们首先定义赋值矩阵,然后通过行列式表示得到一个在每一行和每列中至少有一个赋值矩阵的约简矩阵。然后利用新方法,通过给每一行和每一列赋1,得到了赋值问题的最优解。新方法是在赋值矩阵中先创建一些赋值矩阵,然后尝试找到一个完整的赋值矩阵。该方法是一个系统的过程,易于应用,可用于所有类型的具有最大或最小目标函数的分配问题。将该方法应用于某咨询公司开发数学课程的研究对象,该咨询公司有5位专家,课程规划和开发过程分为5个阶段。最小最小化时间为24天。
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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