ANT COLONY OPTIMIZATION
Introduction
Ant Colony Optimization (ACO) is a metaheuristic approach which uses the technique to find the shortest path for a given problem. Dorigo, Maniezzo and Colorni were the first ones who proposed ACO algorithm called Ant System. Ant Colony Optimization algorithms are used to solve large number of hard combinatorial optimization problems such as traveling salesman problem, routing, quadratic assignment problem and in telecommunication networks. Whenever we are solving optimization problems, often the approach is to find all the possible solution and choose a best solution out of it. But some problems have such a large solution that it is impossible to arrive at an accurate solution in a reasonable time. These
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Ant Colony optimization or Ant System is based on the natural foraging system found in the ant colony. Taking an example from real life scenario, we all know how ants make their way from their anthill to a food that might be found lying somewhere in and around the house. Biologists say that ants leave a chemical trail called pheromone which can be detected by other ants easily. The ants go in search of the food and the trail left behind by one ant will help the other ants to follow the same path to the food source. After a while, we can observe that there is line of ants from the anthill till the destination (food source). We may have also tried to distract the ant line in our childhood days but the ants will come back to the formation in no time. Even if the food source is removed, the ants tend to find other food sources and quickly one more line is formed to the second food source and the process continues. Ant Colony optimization was an original work of Dorigo, et al. when compared to other algorithms similar to this ACP works much better on the problem of finding shortest path to the city until 100 …show more content…
It is a NP-hard problem in combinatorial optimization. The first ACO algorithm which was called as ‘Ant System’ was first tested on Travelling Salesman problem. There may be situations wherein optimal solution is required for n number of problems in a short duration of time, the application of TSP helps in providing a solution for this. It is an important NP-hard optimization problem that arises in several managerial decision making in a
3.1.8 TACA The objective of TACA is to choose a minimum number of cluster heads to decrease the number of nodes in the virtual backbone. The characteristics of TACA are: • The nodes in the ad-hoc network are able to increase or reduce their transmission coverage range. However, there is a maximum range R max. • Nodes mobility and Battery power are considered as a weight deciding factor.
{Objective Function} f$(X)$, X= (x1, x2, x3, x4 $...$xd) \Generate the initial population of n fireflies, Xi, i = 1, 2, $...$, n \Light intensity Ii at Xi is determined by f (Xi) \Define the light absorption coefficient $gamma$ \While (t $<$Ij) \ hspace{2cm} Move firefly i towards j; \ hspace{1cm}End if \ hspace{1cm}Vary attractiveness with distance i via exp[- $ gamma r^{2}$] \ hspace{1cm}End for j \ hspace{1cm}End for i \ hspace{1cm}Rank the fireflies and find the current global best solution g* \End while \Post-process the results \
Paragraph 1: Introduction - explain your lab. The lab that I chose to do was the “McGraw Hill Higher Education: Natural Selection - Virtual Lab.” I chose this lab because it was the one that most interested me, as I liked the format of the virtual lab. In this lab, I was able to manipulate both the environment and the allele frequency in order to record and investigate the generational breeding patterns of a group of organisms.
When more people know how to properly address the problem then progress will be made on how to fix the
With the new rise of this problem, it was predicted
5. We might not be able to solve all our problems, but there are actions we can take right now to get our problems under control. For each lecture, identify one immediate and realistic action we could take to solve the problem. It is crucial to solve the issues covered in the lectures as they are all relevant to our society.
After an hour or so, the ants wake up an angrier than ever, an the initiation tradition beings. The young boys take
The largest problem
In addition, efforts to complete the process of solving a problem, involve implementation of the selected
To find a valuable solution for a difficulty it is essential to assess how the problem functions. The current cognitions,
Parcc Essay After reading the two passages, "Red Cranes", and, "The Firefly Hunt", it is clearly presented that the authors of each stories, developed the characters in clever differential ways. Although the approach was very different, the characteristics within these characters were quite similar. As goes to say, each author had their own perspectives through introducing each characters intentions and feelings. In the story, "The Red Crane", written by Jacey Choy, the approach to develop Choy's characters was very subtle.
1. Immediate Issue(s) or Problem(s): Immediate problem -Cheap Pharma Inc., a pharmaceutical company specializing in generic drugs, had been suffering low sales in the past months because of fierce competition from other generic drug brands. Decision -Of course to be able to get back high sales in the medicines that the company is offering, we must formulate or innovate new products or buy a shares to the competitors to use. Time frame -As soon as possible. 2.
The movie A Bug 's Life is the story of a colony of ants which are trapped in a vicious cycle of gathering food for the "powerful" grasshoppers every year. One of the ants, Flick decides to rebel against the grasshoppers to end the harsh work forced upon the colony. The primary motivator for continuing to obey the grasshoppers under such horrible circumstances is the fear of the grasshoppers and their dominance. The head grasshopper, Hopper, is shown as being narcissistic, a psychological disorder that involves the lack of empathy for other people and only caring about oneself. Hopper is fully aware that the ants are afraid of him and he uses that to motivate himself to continue his control.
Solving this problem will leave even more room for students to go above and beyond to achieve their