期刊
MATHEMATICS
卷 9, 期 9, 页码 -出版社
MDPI
DOI: 10.3390/math9091033
关键词
overlaps; neighborhood structure; amorphous shapes; paper waste; resource allocation; perturbations
类别
资金
- PRODEP
Paper waste from regular, irregular, and amorphous patterns is a critical issue in digital printing presses, impacting production costs directly. An iterated local search algorithm with a novel neighborhood structure efficiently solves the problem by detecting and correcting overlaps between different shapes.
Paper waste in the mockups design with regular, irregular, and amorphous patterns is a critical problem in digital printing presses. Paper waste reduction directly impacts production costs, generating business and environmental benefits. This problem can be mapped to the two-dimensional irregular bin-packing problem. In this paper, an iterated local search algorithm using a novel neighborhood structure to detect overlaps between amorphous shapes is introduced. This algorithm is used to solve the paper waste problem, modeled as one 2D irregular bin-packing problem. The experimental results show that this approach works efficiently and effectively to detect and correct the overlaps between regular, irregular, and amorphous figures.
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