Multidimensional on-line bin packing: Algorithms and worst-case analysis (Q1123131)
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scientific article; zbMATH DE number 4108491
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Multidimensional on-line bin packing: Algorithms and worst-case analysis |
scientific article; zbMATH DE number 4108491 |
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Multidimensional on-line bin packing: Algorithms and worst-case analysis (English)
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1989
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This paper is concerned with the packing of rectangles into unit squares. An on-line algorithm with a worst-case performance ratio of 3.25 is presented. The algorithm is shown to achieve a performance ratio of 43/16 if the items to be packed are squares. Besides, the authors consider the multidimensional box-packing problem and prove that no on-line algorithm has a performance ratio better than 4/3 in the case when the items are all hypercubes.
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packing of rectangles
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on-line algorithm
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worst-case performance
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multidimensional box-packing
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hypercubes
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0.97267556
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0.9671604
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0.9492237
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0.9448061
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0.9334955
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0.93282586
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0.93235874
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0.9277394
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