Affiliation:
1. Department of Computer Science, School of Engineering and Technology, Pondicherry University, India
Abstract
Over the years, numerous optimization problems have been addressed utilizing meta-heuristic algorithms. Continuing initiatives have always been to create and develop new, practical algorithms. This work proposes a novel meta-heuristic approach employing the slender Loris optimization algorithm (SLOA), miming slender Loris behavior. The behavior includes foraging, hunting, migration and communication with each other. The ultimate goal of the devised algorithm is to replicate the food-foraging behaviour of Slender Loris (SL) and the quick movement of SL when threatened (i.e.) their escape from predators and also mathematically modelled the special communication techniques of SL using their urine scent smell. SLOA modelled SL’s slow food foraging behaviour as the exploitation phase, and moving between the tree and escaping from a predator is modelled as the exploration phase. The Eyesight of slender Loris plays a vital role in food foraging during nighttime in dim light. The operator’s Eyesight is modelled based on the angle of inclination of SL. The urine scent intensity is used here to be instrumental in preventing already exploited territory activities, which improves algorithm performance. The suggested algorithm is assessed and tested against nineteen benchmark test operations and evaluated for effectiveness with standard widely recognized meta-heuristics algorithms. The result shows SLOA performing better and achieving near-optimal solutions and dominance in exploration–exploitation balance in most cases than the existing state-of-the-art algorithms.
Reference52 articles.
1. Cuckoo search algorithm: A metaheuristic approach to solve structural optimization problems;Gandomi;Eng. Comput.,2013
2. Tabu Search;Glover;Handb. Comb. Optim.,1998
3. Optimization, Learning and Natural Algorithms | BibSonomy. https://www.bibsonomy.org/bibtex/2981e8eba5bb9a64363d706f90d6067df/dalbem (accessed Apr. 27, 2023).
4. Coupled eagle strategy and differential evolution for unconstrained and constrained global optimization;Gandomi;Comput. Math. with Appl.,2012
5. Adaptation in Natural and Artificial Systems