GENETIC ALGORITHM AND TRAVELLING SALESMEN PROBLEM USING C# AND ATL COM

  • Type: Project
  • Department: Computer Science
  • Project ID: CPU2426
  • Access Fee: ₦5,000 ($14)
  • Pages: 54 Pages
  • Format: Microsoft Word
  • Views: 979
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ABSTRACT
This project is about an application used by the travelling salesman, given a finite number of “cities” (I have choosen cities from 1 to a finite number) along with the distance of travel (distance between two cities is randomly choosen) between each pair of them the aim is to find the cheapest distance of visiting all the cities and returning to the starting point. using GA we can get an optimal solution to solve this problem. This is only an example to look at calling COM components and accessing SAFEARRAY in C#. I don’t know any things about genetic algorithm and please don’t take this code as demonstrating a problem to solve suing only genetic algorithms (GA). This is just one approach. The C++ code for GA I got from the internet. 

TABLE OF CONTENT
TITLE PAGE
CERTIFICATION
APPROVAL
DEDICATION
ACKNOWLEDGEMENT
ABSTRACT
TABLE OF CONTENT

CHAPTER ONE
1.0INTRODUCTION
1.1STATEMENT OF PROBLEM
1.2PURPOSE OF STUDY
1.3AIMS AND OBJECTIVES
1.4SCOPE/DELIMITATIONS
1.5LIMITATIONS/CONSTRAINTS
1.6DEFINITION OF TERMS

CHAPTER TWO
2.0LITERATURE REVIEW

CHAPTER THREE
3.0METHODS FOR FACT FINDING AND DETAILED DISCUSSIONS OF THE SYSTEM
3.1 METHODOLOGIES FOR FACT-FINDING 
3.2DISCUSSIONS

CHAPTER FOUR
4.0FUTURES, IMPLICATIONS AND CHALLENGES OF THE SYSTEM 
4.1FUTURES 
4.2IMPLICATIONS
4.3CHALLENGES

CHAPTER FIVE
5.0RECOMMENDATIONS, SUMMARY AND CONCLUSION
5.1RECOMMENDATION
5.2SUMMARY
5.3CONCLUSION
REFERENCES

GENETIC ALGORITHM AND TRAVELLING SALESMEN PROBLEM USING C# AND ATL COM
For more Info, call us on
+234 8130 686 500
or
+234 8093 423 853

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  • Type: Project
  • Department: Computer Science
  • Project ID: CPU2426
  • Access Fee: ₦5,000 ($14)
  • Pages: 54 Pages
  • Format: Microsoft Word
  • Views: 979
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Details

Type Project
Department Computer Science
Project ID CPU2426
Fee ₦5,000 ($14)
No of Pages 54 Pages
Format Microsoft Word

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