Next Level Odd-One-Out Puzzles

Benjamin Berger
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Abstract

A commonly occurring task in intelligence tests or recreational riddles is to “find the odd one out”, that is, to determine a unique element of a set of objects that is somehow special. It is somewhat arbitrary what exactly the relevant feature is that makes one object different. But once that is settled, the answer becomes obvious. Not so with a puzzle popularized by Tanya Khovanova to express her dislike for this type of puzzle. Here, it is a more complicated relation between the objects and the features that determines the odd object, because there is only one object that does not have a unique feature expression. This puzzle inspired me to look for even more complicated relations between objects, features and feature expressions that appear to be even more symmetric, but actually still single out a “special object”. This paper provides useful definitions, a theoretical basis, solution algorithms, and several examples for this kind of puzzle.
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下一关奇一出谜题
在智力测试或娱乐谜语中,一个常见的任务是“找出奇怪的东西”,也就是说,在一组物体中确定一个独特的元素,这个元素在某种程度上是特别的。让一个对象与众不同的相关特征是什么,这多少有些武断。但一旦解决了这个问题,答案就显而易见了。但Tanya Khovanova却不喜欢这种类型的谜题。在这里,决定奇数对象的是对象与特征之间更为复杂的关系,因为只有一个对象没有唯一的特征表达。这个谜题激发了我去寻找物体、特征和特征表达之间更复杂的关系,这些关系看起来更加对称,但实际上仍然挑出了一个“特殊物体”。本文为这类难题提供了有用的定义、理论基础、求解算法和几个例子。
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