The influence of the allowed running time on the choice of the parameters of an ant system is investigated. It is shown that different parameter values appear to be optimal depending on the algorithm run-time. The performance of the MAX-MIN Ant System (MMAS) on the University Course Timetabling Problem (UCTP) - a type of constraint satisfaction problem - is used as an example. The parameters taken into consideration include the type of the local search used, and some typical parameters for MMAS - the τmin and ρ. It is shown that the optimal parameters depend significantly on the time limits set. Conclusions summarizing the influence of time limits on parameter choice, and possible methods of making the parameter choice more independent from...
<p>Working Paper - Using ants colony optimization to construct and improve a feasible timetable</p
There exist a number of algorithms that can solve dynamic constraint satisfaction/optimization probl...
The file attached to this record is the author's final peer reviewed version. The Publisher's final ...
Two ant algorithms solving a simplified version of a typical university course timetabling problem a...
This chapter reviews the approaches that have been studied for the online adaptation of the paramete...
In this thesis we will discuss the setting of the parameters of the Max-Min Ant System. In the lite...
In recent years, various metaheuristic approaches have been created to solve quadratic assignment pr...
The impact of the values of the most meaningful parameters on the behavior of MAX-MIN Ant System is ...
Ant System, the first Ant Colony Optimization algorithm, showed to be a viable method for attacking ...
In this paper we present MAX--MIN Ant System (MMAS) that improves on Ant System. MMAS is a general p...
The University Course Timetabling Problem (UCTP) is a scheduling problem regarding courses, time slo...
Abstract. The impact of the values of the most meaningful parame-ters on the behavior of MAX–MIN Ant...
As a member of the NP Problem, an exact algorithm to solve the course scheduling problem is not avai...
The University Course-Faculty Timetabling Problem (UCFTP) occurs in the Mindanao State University-Il...
International audienceMeta-heuristic applications have evolved a lot nowadays and have been used in ...
<p>Working Paper - Using ants colony optimization to construct and improve a feasible timetable</p
There exist a number of algorithms that can solve dynamic constraint satisfaction/optimization probl...
The file attached to this record is the author's final peer reviewed version. The Publisher's final ...
Two ant algorithms solving a simplified version of a typical university course timetabling problem a...
This chapter reviews the approaches that have been studied for the online adaptation of the paramete...
In this thesis we will discuss the setting of the parameters of the Max-Min Ant System. In the lite...
In recent years, various metaheuristic approaches have been created to solve quadratic assignment pr...
The impact of the values of the most meaningful parameters on the behavior of MAX-MIN Ant System is ...
Ant System, the first Ant Colony Optimization algorithm, showed to be a viable method for attacking ...
In this paper we present MAX--MIN Ant System (MMAS) that improves on Ant System. MMAS is a general p...
The University Course Timetabling Problem (UCTP) is a scheduling problem regarding courses, time slo...
Abstract. The impact of the values of the most meaningful parame-ters on the behavior of MAX–MIN Ant...
As a member of the NP Problem, an exact algorithm to solve the course scheduling problem is not avai...
The University Course-Faculty Timetabling Problem (UCFTP) occurs in the Mindanao State University-Il...
International audienceMeta-heuristic applications have evolved a lot nowadays and have been used in ...
<p>Working Paper - Using ants colony optimization to construct and improve a feasible timetable</p
There exist a number of algorithms that can solve dynamic constraint satisfaction/optimization probl...
The file attached to this record is the author's final peer reviewed version. The Publisher's final ...