Multiple Feasible Paths in Ant Colony Algorithm for mobile Ad-hoc Networks with Minimum Overhead

1
Jitendra Prithviraj
Jitendra Prithviraj
2
Dr. Shweta Modi
Dr. Shweta Modi
1 SRIT

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Multiple Feasible Paths in Ant Colony Algorithm for mobile Ad-hoc Networks with Minimum Overhead

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Abstract

Mobile ad-hoc networks are infrastructure-less networks consisting of wireless, possibly mobile nodes which are organized in peer-to-peer and autonomous fashion. The highly dynamic topology, limited bandwidth availability and energy constraints make the routing problem a challenging one. Ant colony optimization (ACO) is a population based meta-heuristic for combinatorial optimization problems such as communication network routing problem. In real life, ants drop some kind of chemical substances to mark the path that they used. Then on their way, back they choose the path with the highest pheromones which becomes the shortest path. But Ant net Algorithms may cause the network congestion and stagnation. Here, multiple optimal paths are proposed with negligible overhead in spite of single optimal path in Ant net routing algorithm, so that the problem of stagnation can be rectified. This paper proposes an improved Multiple Feasible Paths in Ant Colony Algorithm for mobile Ad-hoc Networks with Minimum Overhead.

10 Cites in Articles

References

  1. S Appleby,S Steward (1994). Mobile Software Agents for Control in Telecommunications Networks.
  2. Ruud Schoonderwoerd,Owen Holland,Janet Bruten,Leon Rothkrantz (1996). Ant-Based Load Balancing in Telecommunications Networks.
  3. Eric Bonabeau,Florian Henaux,Sylvain Guérin,Dominique Snyers,Pascale Kuntz,Guy Theraulaz (1998). Routing in telecommunications networks with ant-like agents.
  4. D Subbramanian,P Druschel,J Chen (1997). Ants and reinforcement learning: A case study in routing in dynamic networks.
  5. M Dorigo,G Caro (1997). Antnet: A mobile agents approach to adaptive routing.
  6. G Caro,M Dorigo (1998). Antnet: Distributed stigmergetic control for communications networks.
  7. G Caro,M Dorigo (1998). Ant colonies for adaptive in packet-switched communications networks.
  8. G Caro,M Dorigo (1998). Two ant colony algorithms for best-effort routing in datagram networks.
  9. Marco Dorigo,Gianni Caro,Luca Gambardella (1999). Ant Algorithms for Discrete Optimization.
  10. B Baran,R Sosa (2000). A new approach for AntNet routing.

Funding

No external funding was declared for this work.

Conflict of Interest

The authors declare no conflict of interest.

Ethical Approval

No ethics committee approval was required for this article type.

Data Availability

Not applicable for this article.

How to Cite This Article

Jitendra Prithviraj. 1970. \u201cMultiple Feasible Paths in Ant Colony Algorithm for mobile Ad-hoc Networks with Minimum Overhead\u201d. Unknown Journal GJCST Volume 11 (GJCST Volume 11 Issue 4): .

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v1.2

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March 13, 2011

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English

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Mobile ad-hoc networks are infrastructure-less networks consisting of wireless, possibly mobile nodes which are organized in peer-to-peer and autonomous fashion. The highly dynamic topology, limited bandwidth availability and energy constraints make the routing problem a challenging one. Ant colony optimization (ACO) is a population based meta-heuristic for combinatorial optimization problems such as communication network routing problem. In real life, ants drop some kind of chemical substances to mark the path that they used. Then on their way, back they choose the path with the highest pheromones which becomes the shortest path. But Ant net Algorithms may cause the network congestion and stagnation. Here, multiple optimal paths are proposed with negligible overhead in spite of single optimal path in Ant net routing algorithm, so that the problem of stagnation can be rectified. This paper proposes an improved Multiple Feasible Paths in Ant Colony Algorithm for mobile Ad-hoc Networks with Minimum Overhead.

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Multiple Feasible Paths in Ant Colony Algorithm for mobile Ad-hoc Networks with Minimum Overhead

Dr. Shweta Modi
Dr. Shweta Modi
Jitendra Prithviraj
Jitendra Prithviraj SRIT

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