Titlebook: Introduction to Cutting and Packing Optimization; Problems, Modeling A Guntram Scheithauer Textbook 2018 Springer International Publishing

預(yù)定

One-Dimensional Cutting Stock,eir order demands (or availability in case of packing problems) are mostly large. Another differentiator of bin packing and cutting stock problems could be the magnitude of the respective optimal value. If it is small in comparison to the total number of items, then the instance is of BPP type, othe

洞穴

Orthogonal Packing Feasibility, Two-Dimensional Knapsack Problems,nal rectangular items (pieces) that need to be packed into the given container. The input data describe the container sizes, the item sizes, and, in case of a knapsack problem, the profit (value) coefficient of any item..The . (.OPP) is the feasibility problem: decide whether all the . pieces can or

笨拙處理

Neuropeptides

消耗

Quality Restrictions,we consider one-dimensional allocation (cutting) problems where the set of feasible patterns depends on the (raw) material. Thereby, we address a generalized cutting problem in which the length of the pieces of a desired type is only limited by a minimum and a maximum length, i.e., their length can

六個才偏離

Pallet Loading,f this chapter. As variants, Bischoff and Ratcliff (1995) distinguished between the . (M’sPLP) and the . (D’sPLP). In the M’sPLP, identical box-shaped pieces (items, boxes) have to be loaded on a given pallet such that their number is maximized and natural restrictions are met. In the D’sPLP, a numb

Myofibrils

Container Loading,vailable. In this chapter, we describe an approach differing from that for pallet loading since now, in fact, all available boxes can have another shape. The proposed method is based on a contour concept. Moreover, we address the multi container loading and the (three-dimensional) strip packing as w

ASTER

Muscularis

Circle and Sphere Packing,hard to solve. Within this chapter we will address various problems of such kind and related solution strategies, in particular, the arrangement of identical or different circles within a circle, rectangle, or strip.

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