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A Generalized Genetic Algorithm-Based Solver for Very Large Jigsaw Puzzles of Complex Types

机译:基于广义遗传算法的复合类型非常大的拼图拼图

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In this paper we introduce new types of square-piece jigsaw puzzles, where in addition to the unknown location and orientation of each piece, a piece might also need to be flipped. These puzzles, which are associated with a number of real world problems, are considerably harder, from a computational standpoint. Specifically, we present a novel generalized genetic algorithm (GA)-based solver that can handle puzzle pieces of unknown location and orientation (Type 2 puzzles) and (two-sided) puzzle pieces of unknown location, orientation, and face (Type 4 puzzles). To the best of our knowledge, our solver provides a new state-of-the-art, solving previously attempted puzzles faster and far more accurately, handling puzzle sizes that have never been attempted before, and assembling the newly introduced two-sided puzzles automatically and effectively. This paper also presents, among other results, the most extensive set of experimental results, compiled as of yet, on Type 2 puzzles.
机译:在本文中,我们介绍了新型的方形拼图拼图,除了每个件的未知位置和方向之外,还需要翻转一条件。从计算的角度来看,这些与许多真实世界问题相关的谜题相当困难。具体而言,我们提出了一种新的广义遗传算法(GA)基于求解器,可以处理未知位置和取向的拼图(类型2谜题)和(双面)拼图的未知位置,方向和面部(类型4谜题) )。据我们所知,我们的求解器提供了一种新的最先进的,先前尝试更快地解决,更准确,更准确,处理从未尝试过的拼图尺寸,并自动组装新引进的双面难题有效地。本文还呈现出最广泛的实验结果,尚在2型谜题上编制。

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