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Journal of the Operational Research Society Volume 29, 1978 - Issue 7
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Technical Note

A Note on the Two-Dimensional Rectangular Cutting-Stock Problem

Phillip De CaniDepartment of Engineering ProductionUniversity of Birmingham
Pages 703-706 | Published online: 19 Dec 2017

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Read on this site (4)

WEISHUANG QU & JERRYL. SANDERS. (1989) Sequence selection of stock sheets in two-dimensional layout problems. International Journal of Production Research 27:9, pages 1553-1571.
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WEISHUANG QU & JERRYL. SANDERS. (1987) A nesting algorithm for irregular parts and factors affecting trim losses. International Journal of Production Research 25:3, pages 381-397.
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FREDM. PULS & J. M. A. TANCHOCO. (1986) Robotic implementation of pallet loading patterns. International Journal of Production Research 24:3, pages 635-645.
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ThomJ. Hodgson. (1982) A Combined Approach to the Pallet Loading Problem. A I I E Transactions 14:3, pages 175-182.
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Articles from other publishers (16)

Óscar Oliveira, Dorabela Gamboa & Elsa Silva. (2022) An introduction to the two‐dimensional rectangular cutting and packing problem. International Transactions in Operational Research 30:6, pages 3238-3266.
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Benjamin Illgen, Jan Sender & Wilko Flügge. (2022) Performant algorithm for spatial scheduling of large structures within computing-intensive simulation projects. Procedia CIRP 107, pages 167-172.
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Jing Li. (2012) The Layout Optimization of the same Size Operating Unit in the Facility Based on Quantity Maximization. Advanced Materials Research 472-475, pages 3129-3133.
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Zhou-jing Wang & Kevin W. Li. (2007) Layer-layout-based heuristics for loading homogeneous items into a single container. Journal of Zhejiang University-SCIENCE A 8:12, pages 1944-1952.
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C.H Cheng, B.R Feiring & T.C.E Cheng. (1994) The cutting stock problem — a survey. International Journal of Production Economics 36:3, pages 291-305.
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Yuval Lirov. (1992) Knowledge based approach to the cutting stock problem. Mathematical and Computer Modelling 16:1, pages 107-125.
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Kathryn A. Dowsland & William B. Dowsland. (1992) Packing problems. European Journal of Operational Research 56:1, pages 2-14.
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H. Exeler. (1991) Upper bounds for the homogeneous case of a two-dimensional packing problem. ZOR Zeitschrift f�r Operations Research Methods and Models of Operations Research 35:1, pages 45-59.
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A. A. Farley. (1988) Practical adaptations of the Gilmore-Gomory approach to cutting stock problems. OR Spektrum 10:2, pages 113-123.
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Heinrich ExelerHeinrich Exeler. 1988. Das homogene Packproblem in der betriebswirtschaftlichen Logistik. Das homogene Packproblem in der betriebswirtschaftlichen Logistik 197 204 .
Milós Biró & Endre Boros. (1984) Network flows and non-guillotine cutting patterns. European Journal of Operational Research 16:2, pages 215-221.
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Adolf Diegel & Hans J. Bocker. (2007) OPTIMAL DIMENSIONS OF VIRGIN STOCK IN CUTTING GLASS TO ORDER. Decision Sciences 15:2, pages 260-274.
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Dov Dori & Moshe Ben-Bassat. (1984) Efficient nesting of congruent convex figures. Communications of the ACM 27:3, pages 228-235.
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Dov Dori & Moshe Ben-Bassat. (1983) Circumscribing a convex polygon by a polygon of fewer sides with minimal area addition. Computer Vision, Graphics, and Image Processing 24:2, pages 131-159.
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Sharat Israni & Jerry Sanders. (1982) Two-dimensional cutting stock problem research: A review and a new rectangular layout algorithm. Journal of Manufacturing Systems 1:2, pages 169-182.
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A.I. Hinxman. (1980) The trim-loss and assortment problems: A survey. European Journal of Operational Research 5:1, pages 8-18.
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