Loading...
Search for: genetic-searches
0.005 seconds

    Improving the performance of heuristic searches with judicious initial point selection

    , Article Proceedings of The 5th IEEE International Symposium on Embedded Computing, SEC 2008, 6 October 2008 through 8 October 2008, Beijing ; 2008 , Pages 14-19 ; 9780769533483 (ISBN) Tahaee, A ; Jahangir, A. H ; Habibi Masouleh, H ; Sharif University of Technology
    2008
    Abstract
    In this paper we claim that local optimization can produce proper start point for genetic search. We completely test this claim on partitioning problem and on the performance of genetic search in a real problem that is finding aggregation tree in the sensor networks. The presented method (named Tendency algorithm) increases the performance of heuristic searches, and can be used in parallel with other tuning methods. The paper justifies the logic behind tendency algorithm by measuring the "entropy" of solution (in regard to optimal solution), and by numerous empirical tests. © 2008 IEEE  

    Finding aggregation tree with genetic algorithm for network correlated data gathering

    , Article 2nd International Conference on Sensor Technologies and Applications, SENSORCOMM 2008, Cap Esterel, 25 August 2008 through 31 August 2008 ; 2008 , Pages 429-434 ; 9780769533308 (ISBN) Habibi Masouleh, H ; Tahaee, S. A ; Jahangir, A. H ; Sharif University of Technology
    2008
    Abstract
    The critical issue in designing correlated data networks like Wireless Sensor Networks is to minimize the total cost of data transmission in the network, and decrease the amount of data flow. The problem of finding optimal aggregation tree for correlated data gathering in single sink network is considered as an NP-Complete problem and hence heuristic methods are usually applied to solve it[1]. In this paper, we apply genetic algorithm (GA) to solve the problem. In our method, we improve the performance of genetic search by selecting proper initial population. This initial population is determined in two ways, by using Prime's algorithm, and shortest path tree. The main issue is to regard...