Results 261 to 270 of about 452,067 (293)
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Large neighborhood search for LNG inventory routing
Journal of Heuristics, 2012Liquefied Natural Gas (LNG) is steadily becoming a common mode for commercializing natural gas. Due to the capital intensive nature of LNG projects, the optimal design of LNG supply chains is extremely important from a profitability perspective. Motivated by the need for a model that can assist in the design analysis of LNG supply chains, we address an
Vikas Goel +3 more
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MaxSAT-based large neighborhood search for high school timetabling
Computers & Operations Research, 2017zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Demirović, Emir, Musliu, Nysret
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Hybridization Based on Large Neighborhood Search
2016The type of algorithm addressed in this chapter is based on the following general idea. Given a valid solution to the tackled problem instance—henceforth called the incumbent solution—first, destroy selected parts of it, resulting in a partial solution. Then apply some other, possibly exact, technique to find the best valid solution on the basis of the
Christian Blum, Günther R. Raidl
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A Multi-paradigm Tool for Large Neighborhood Search
2013We present a general tool for encoding and solving optimization problems. Problems can be modeled using several paradigms and/or languages such as: Prolog, MiniZinc, and GECODE. Other paradigms can be included. Solution search is performed by a hybrid solver that exploits the potentiality of the Constraint Programming environment GECODE and of the ...
CIPRIANO, Raffaele +2 more
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Large neighborhood search for break scheduling
2016A high a level of concentration is essential in certain working areas such as in air traffic control, assembly line works or supervision. In such areas breaks are mandatory to avoid fatal errors. Breaks are regulated due to safety rules or legal demands. The break scheduling problem (Bsp) deals with these kind of regulations.
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Neighborhood based fast graph search in large networks
Proceedings of the 2011 ACM SIGMOD International Conference on Management of data, 2011Complex social and information network search becomes important with a variety of applications. In the core of these applications, lies a common and critical problem: Given a labeled network and a query graph, how to efficiently search the query graph in the target network.
Arijit Khan +5 more
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Large Neighborhood Search for Dial-a-Ride Problems
2011Dial-a-Ride problems (DARPs) arise in many urban transportation applications. The core of a DARP is a pick and delivery routing with multiple vehicles in which customers have ride-time constraints and routes have a maximum duration. This paper considers DARPs for which the objective is to minimize the routing cost, a complex optimization problem which ...
Siddhartha Jain, Pascal Van Hentenryck
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A Large Neighborhood Search Heuristic for Graph Coloring
2007We propose a new local search heuristic for graph coloring that searches very large neighborhoods. The heuristic is based on solving a MAX-CUT problem at each step. While the MAX-CUT problem is formally hard, fast heuristics that give "good" cuts are available to solve this. We provide computational results on benchmark instances. The proposed approach
Michael A. Trick, Hakan Yildiz
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Large Neighborhood Search for the Nurse Rostering Problem
2015Generating rosters for nurses in a hospital involves the assignment of nurses to shifts, taking into account their skills, preferences and contract types. This task is typically a very complex problem, not least because of the many restrictions that need to be taken into account.
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2010
This work deals with the application of a variable neighborhood search (VNS) to the capacitated location-routing problem (LRP) as well as to the more general periodic LRP (PLRP). For this, previous successful VNS algorithms for related problems are considered and accordingly adapted as well as extended.
Sandro Pirkwieser, Günther R. Raidl
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This work deals with the application of a variable neighborhood search (VNS) to the capacitated location-routing problem (LRP) as well as to the more general periodic LRP (PLRP). For this, previous successful VNS algorithms for related problems are considered and accordingly adapted as well as extended.
Sandro Pirkwieser, Günther R. Raidl
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