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Ant Colony Optimization — Intuition, Code & Visualization | by James Koh, PhD | Jan, 2024

January 21, 2024
in Artificial Intelligence
Reading Time: 4 mins read
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The place it stands out from different swarm algorithms

James Koh, PhD
Towards Data Science

This text is a continuation of my nature-inspired sequence.

Beforehand, I talked about Evolutionary Algorithm (EA), Particle Swarm Optimization (PSO), in addition to Synthetic Bee Colony (ABC). Nature is all over the place, and there’s definitely extra areas the place people can profit by studying from nature.

Right now, we deal with ants.

As youngsters, we learnt that ants are hardworking and cooperative. What our dad and mom hadn’t taught us was that ants collectively type a extremely refined swarm that communicates with each other successfully.

Information of ants or pheromones (or any diffusion of any chemical compounds) just isn’t required right here in any respect. These are simply names used for the aim of packaging. I’ve proven beforehand that you don’t want the slightest information of a bee’s waggle dance so as to recognize or make the most of ABC, nor do it’s essential study genes or mutations or copy to use EA.

All you want is an understanding of English to have the instinct, together with very fundamental math and python programming abilities. Whereas I will probably be displaying some arithmetic for completeness, which incorporates Greek symbols, it’s actually only for the aim of completeness. It could be a fantastic pity if these technical-sounding phrases or symbols cease you from studying these nice algorithms, so do your self a favor and skim on.

Earlier than going into any math or code, and even how the algorithm works at a excessive stage, it is smart to see the relevance. In any case, if it doesn’t assist to unravel an issue, why trouble within the first place?

The basic instance which lecturers or proponents of Ant Colony Optimization (ACO) use is the double bridge experiment [1], which reveals that this algorithm can be utilized to seek out the shortest path between two factors.

(Picture of ant from DALL·E 3, put collectively by creator utilizing PowerPoint.) Higher pathway is shorter, and therefore has the next density of ants, than backside pathway.

Furthermore, it’s sturdy to adjustments within the surroundings. If current paths get obstructed, and/or if new paths come up, the answer might be up to date with ease, as an alternative of re-computing all the things from scratch.

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Tags: AntCodeColonyIntuitionJamesJanKohOptimizationPhDVisualization
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