نتایج جستجو برای: multi dimensional knapsack problem

تعداد نتایج: 1610719  

Journal: :Omega 2022

The two-dimensional knapsack problem consists in packing rectangular items into a single box such that the total value of packed is maximized. In this article, we restrict to 2-stage non-exact guillotine cut packings and consider variant with splittable items: each item can be horizontally as many times needed, may contain only portion an item. This arises semifluid items, like tubes small radi...

Journal: :Computers & OR 2009
Jens Egeblad David Pisinger

The maximum profit twoor three-dimensional knapsack packing problem asks to pack a maximum profit subset of some given rectangles or boxes into a larger rectangle or box of fixed dimensions. Items must be orthogonally packed, but no other restrictions are imposed to the problem. The problem could also be considered as a knapsack problem generalized to two or three dimensions. In this paper we p...

Journal: :Theor. Comput. Sci. 2009
Rolf Harren

Orthogonal packing problems are natural multidimensional generalizations of the classical bin packing problem and knapsack problem and occur in many different settings. The input consists of a set I = {r1, . . . , rn} of d-dimensional rectangular items ri = (ai,1, . . . , ai,d) and a space Q. The task is to pack the items in an orthogonal and non-overlapping manner without using rotations into ...

2006
MILOŠ ŠEDA

This paper describes a new technique for solving the duration minimization in a resourceconstrained network. It is based on a transformation of the resource-constrained project scheduling problem (RCPSP) to a sequence of (multi)knapsack problem (MKP) solutions. In the first part, three deterministic approaches are summarized and their time complexity is discussed. Due to the combinatorial natur...

Journal: :Journal of Korean Institute of Industrial Engineers 2014

2014
Anke Schmeink

In this paper, we consider the multi-band robust knapsack problem which generalizes the Γ-robust knapsack problem by subdividing the single deviation band into several smaller bands. We state a compact ILP formulation and develop two dynamic programming algorithms based on the presented model where the first has a complexity linear in the number of items and the second has a complexity linear i...

Journal: :Computers & OR 2010
Matthew R. Gibson Jeffrey W. Ohlmann Michael J. Fry

We examine a situation in which a decision-maker executes a sequence of resource allocation decisions over time, but the availability of the indivisible resources at future epochs is uncertain due to actions of competitors. We cast this problem as a specialized type of stochastic knapsack problem in which the uncertainty of item (resource) availability is induced by competitors concurrently fil...

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