نتایج جستجو برای: Precedence constrained sequencing problem

تعداد نتایج: 1062380  

Precedence constrained sequencing problem (PCSP) is related to locate the optimal sequence with the shortest traveling time among all feasible sequences. In PCSP, precedence relations determine sequence of traveling between any two nodes. Various methods and algorithms for effectively solving the PCSP have been suggested. In this paper we propose a cuckoo search algorithm (CSA) for effectively ...

Journal: :Discrete Applied Mathematics 2007
José R. Correa Samuel Fiorini Nicolás E. Stier Moses

We give a short proof of a result of Tovey [Non-approximability of precedence-constrained sequencing to minimize setups, DiscreteAppl. Math. 134:351–360, 2004] on the inapproximability of a scheduling problem known as precedence-constrained class sequencing. In addition, we present an approximation algorithm with performance guarantee (c + 1)/2, where c is the number of colors. This improves up...

Journal: :Journal of the Operations Research Society of Japan 1991

Journal: :Math. Oper. Res. 2005
José R. Correa Andreas S. Schulz

We discuss the problem of sequencing precedence-constrained jobs on a single machine to minimize the average weighted completion time. This problem has attracted much attention in the mathematical programming community since Sidney’s pioneering work in 1975 (Sidney, J. B. 1975. Decomposition algorithms for single machine scheduling with precedence relations and deferral costs. Operations Resear...

Journal: :J. UCS 2004
Pranay Chaudhuri Hussein Thompson

This paper presents a distributed algorithm for the partial precedence constrained scheduling problem. In the classical precedence constrained scheduling problem all the dependent tasks must be scheduled before the task itself can be scheduled. The partial precedence constrained scheduling problem is a generalized version of the original precedence constrained problem in the sense that the numb...

2008
B. Ashtiani R. Leus M. Aryanezhad Behzad Ashtiani Roel Leus Mir-Bahador Aryanezhad

We study the resource-constrained project scheduling problem with stochastic activity durations. We introduce a new class of scheduling policies for this problem, which make a number of a-priori sequencing decisions in a pre-processing phase, while the remaining decisions are made dynamically during project execution. The pre-processing decisions entail the addition of precedence constraints to...

The resource-constrained project scheduling problem is to find a schedule that minimizes the project duration subject to precedence relations and resource constraints. To further account for economic aspects of the project, one may add an objective of cash nature to the problem. In addition, dynamic nature and variations in real world are known to introduce uncertainties into data. Therefore, t...

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