An MCMC Based Course to Teaching Assistant Allocation

Saurabh Kumar, Shana Moothedath, P. Chaporkar, M. Belur
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Abstract

Allotting Teaching Assistants (TAs) to courses is a common task at university centers which typically demands a good amount of human effort. We propose a method to allocate using computer algorithm. The presence of conflicting constraints, posed by requirements which determine tradeoff among them tend to make this problem difficult to solve. This is essentially a matching problem and in this paper has been modeled as a Markov Chain of various intermediate allotments. Later we perform simple Monte-Carlo simulations over a naive bucket filling allotment. This leads us to a globally optimal allotment with a promise of faster convergence.
基于MCMC的课程教学助理分配
为课程分配助教(助教)是大学中心的一项常见任务,通常需要大量的人力。提出了一种利用计算机算法进行分配的方法。由决定它们之间的权衡的需求所提出的冲突约束的存在往往使这个问题难以解决。这本质上是一个匹配问题,本文将其建模为各种中间分配的马尔可夫链。稍后,我们在一个朴素的桶填充分配上执行简单的蒙特卡罗模拟。这将使我们得到一个全局最优分配,并有望更快地收敛。
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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