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Factoring in the Chicken McNugget Monoid

机译:在鸡肉麦克尼鹦鹉中进行分解

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摘要

Every day, 34 million Chicken McNuggets are sold worldwide. At mostMcDonalds locations in the United States today, Chicken McNuggets are sold in packs of 4, 6, 10, 20, 40, and 50 pieces. However, shortly after their introduction in 1979, they were sold in packs of 6, 9, and 20. The use of these latter three numbers spawned the so-called Chicken McNugget problem, which asks: "What numbers of Chicken McNuggets can be ordered using only packs with 6, 9, or 20 pieces?" In this article, we present an accessible introduction to this problem, as well as several related questions whose motivation comes from the theory of nonunique factorization.
机译:每天,3400万鸡肉麦克纳尾都在全球销售。 在今天美国的Mostmdonalds地点,鸡肉麦克纳尾销售在4,6,10,20,40和50件中。 但是,在1979年介绍后不久,它们的销售量为6,9和20。使用这些后三角的使用产生了所谓的鸡肉麦克纳尾问题,这要求:“可以订购哪些数量的鸡肉麦克纳尾 只使用带有6,9或20件的包装?“ 在本文中,我们对此问题提供了可访问的介绍,以及若干相关问题,其动机来自非唯一分解理论。

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