| Basic Description | What's New | Directories & Files | Command Line & Parameters | Output Information | References | Contact |
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MAOS-QKP is a multiagent optimization system (MAOS) for solving the Quadratic Knapsack Problem (QKP).
MAOS-TSP shares the MAOS kernel with other MAOS applications (e.g. MAOS-GCP and MAOS-TSP), and contains some modules that are specifically for tacking QKP.
License information: MAOS-QKP is free software; you can redistribute it and/or modify it under the terms of the GNU Lesser General Public License 3.0.
System Requirements: MAOS-QKP is a platform-independent software developed by JAVA version 1.5 or above.
What's New |
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Version: V1.0.001 [download (Binary & Source Codes)]:
Directories & Files |
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binary // the binary code of MAOS-QKP
source // the source code of MAOS-QKP
myprojects // user directory
|-----> examples.bat // commandline examples
|-----> results // the directory for storing runtime results
|-----> setting // the setting directory
|-----> kernel // the setting directory for MAOS Kernel
|-----> QKP // the setting directory for QKP solvers
|-----> solver // the directory containing solver script files (the name of each file is Solver_Name)
// Example: STD_NLDUX (Solver_Name is STD_NLDUX)
|-----> tasks // task directory
|-----> QKP
|-----> instance // QKP instances of the B&S format (Problem_Name with the default suffix .txt)
// Example: jeu_100_025_01.txt (Problem_Name is jeu_100_025_01)
|-----> solution // the directory for storing solutions of QKP instances
// For a normal solution, the file name is Problem_Name.(objective value).sln
// If objective value is removed from the file name, the solution is considered as optimal.
// Example: jeu_100_025_01.sln
// For your convenience, here are the benchmark instances and their solutions used in [1].
Command Line & Parameters |
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MAOS-QKP is executed on the command line (Enter the directory "myprojects", and execute maosKernel.MAOSExecuter). Here is a typical example (See the file "myprojects/Examples.bat" for more examples), in which a user should specify JAVA options, general parameters, problem instance, and solver instance:
$ cd myprojects $ java -cp ../binary/MAOS_BIN.jar maosKernel.MAOSExecuter QKP:Problem=jeu_100_025_01 N=500 T=500 DUP_TIMES=10 solver=STD_NLDUX //java: the JAVA executor, JAVA Runtime Environment Version 1.5 or above is preferred //maosKernel.MAOSExecuter: the main execution entrance of the MAOS program
JAVA Options (See "java -help" for more information):
There is one recommended optional parameter for java:
-server: select the "server" VM, which is normally faster than the "client" VM Moreover, the "-cp" option is used for loading the binary file "../binary/MAOS_BIN.jar".
General Parameters:
NAME VALUE_type Range Default_Value Description
QKP:Problem String * <Problem_Name> The problem instance to be solved
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N integer >1 100 The number of agents
T integer >0 500 Terminate condition: The maximum learning cycles
Tcon integer >0 -1 Terminate condition: The number of cycles as the best state is unvaried
//If Tcon==-1, then Tcon=T
DUP_TIMES integer >0 2 Number of trials
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Solver String * <Solver_Name> The name of the script of the actual solver
//The explanation of Problem_Name and Solver_Name can be found in Directories & Files.
Output Information |
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For the output, we provide screen output, output a file for the running result, and stored the best solution ever found.
Screen Output:
[Initialization information]: provide the parsing information during the initialization. [Runtime information]: The program outputs runtime information, i.e., the current best evaluation values, execution time, at every "Tout" cycles. [Summary information]: At the end, it outputs the input variables, response values, and evaluation values <Vcon, Vopt> of the best solution.Result File:
The result file will be stored at the directory "myprojects/results".Solution File:
The best solution (better than any previous solutions) will be stored at the directory "myprojects/tasks/QKP/solution" (of the QKPLIB format).
References |
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[1] Xiao-Feng Xie, Jiming Liu. A mini-swarm for the quadratic knapsack problem. IEEE Swarm Intelligence Symposium (SIS), Honolulu, HI, USA, 2007: 190-197. [DOI]