TTP-solver
Travelling Thief Problem Solver
This project is a Crystal implementation of heuristic algorithms to solve the Travelling Thief Problem [1]
Environment
Prerequisites
Algorithms
- RES_GLS (default) [2]
- DMA
Initialization
Plan
- empty
- greedy
Tour
- nearest
- lkh
Compilation
crystal build --release program/ttp-cli.cr
Usage
./ttp-cli --if <instance.ttp> --lkh-file <lkh.exe> [options]
--if= [*] Instance to solve
--of= [STDOUT] Output file of the final solution
--duration= [60] Stop criterion in seconds
--lkh-file= [*] LKH library executable
--tour-init= [nearest] Tour Initialization heuristic
--plan-init= [greedy] Plan initialization heuristic
--evo-file= [-] Output file of the evolution of the solution
--evo-span= [1] Time in seconds between evolution measures
--method= [resgls] Algorithms
* resgls
* dma
--min-ls-time= [1.0] Minimum time used in local-search
--min-dist= [0.5] Initial distance for penalization
-v, --version Show version
-h, --help Show this help
* required
- optional
Examples
Solving the instance 'instance.ttp' using the default algorithm (RES_GLS) using a stopping criterion of 600 seconds. The solution its printed to the standard output.
./ttp-cli --if instance.ttp --duration 600 --lkh-file lkh.exe
Solving the instance 'instance.ttp' with the default algorithm (RES_GLS) using a stopping criterion of 600 seconds. The initial solution is created using the 'nearest' greedy heuristic for the tour and with an 'empty' plan.
./ttp-cli --if instance.ttp --lkh-file lkh.exe --duration 600 --tour-init nearest --plan-init empty
Solve instance 'instance.ttp' with the default algorithm (RES_GLS) and saving the current solution in 'evolution.evo' file, every second 2 seconds.
./ttp-cli --if instance.ttp --lkh-file lkh.exe --evo-file evolution.evo --evo-span 2
Important Notes
- Make sure the "lkh.exe" file is executable:
chmod +x lkh.exe
the source code for the library (LKH v2.0.9 July 2008) can be found it the authors page LKH - The TTP data [3] is removed from the
instances/
folder. The TTP instances are avaiable at : TTP Instances and solutions
Updates
- 21 Jan 2020 - Update to
Crystal 0.32.1 (2019-12-18)
Contact information
References
[2] A Guided Local Search Approach for the Travelling Thief Problem
TTP-solver
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- almost 5 years ago
- April 20, 2018
Mon, 18 Nov 2024 06:36:35 GMT