Comparison of Optimization Path Using Transportation Problem and Game Theory

Authors

  • A. Fathima Mubeen  MPhil Scholar, Department of Computer Science, Alagappa University, Karaikudi, Tamil Nadu, India
  • Dr. A. Senthil Rajan  Director of Computer Centre, Alagappa University, Karaikudi, Tamil Nadu, India

Keywords:

Transportation Problem, Game Theory, Saddle Point, Optimal Solution.

Abstract

The current technique for tackling transportation issue is northwest corner strategy, slightest cost strategy, Vogel’s estimate strategy. The improvement forms in arithmetic, software engineering and financial aspects are explaining adequately by picking the best component from set of accessible choice components. The most critical and fruitful applications of the optimization technique refers to transportation issue (TP) and extraordinary class of the direct programming (LP) in the task explore (OR). The primary target of transportation issue arrangement techniques is to limit the cost or the season of transportation. In game theory, diversion hypothesis has seen fabulous triumphs in transformative science and financial aspects, and is starting to upset different orders from brain research to political science. The problems are having either saddle point or without saddle point. A new method is proposed to compare transportation problem and game theory.

References

  1. Andersion.R.D,Sweeney.J.D, Williams.A.T&Martin.K.R (2010). : An introduction to Management Science: Quantitative Approach to Decision.
  2. Amponsah S.K (2008), Optimization Technique.
  3. Eykhoff, (1974): System Identification: Parameter and State Estimation
  4. Kumar.T, and Schilling S.M (2010). : Comparison of optimization Technique in large scale Transportation Problem 
  5. Sweeney J. D, Anderson R, Williams T.A, Camm D.J (2010), Quantitative Methods for Business. 
  6. Erlander S.B (2010) Cost-Minimizing Choice Behavior in Transportation Planning: A Theoretical.
  7. Aguaviva.E(1997).: Quantitative Techniques in Decision Making 97 Ed.
  8. Abdur Rashid, An effective approach for solving transportation problems, Jahangirnagar J. Mathematics and Mathematical Sciences.
  9. R.K.Aminur,Analysis and resolution of the transportation problem: an algorithmic approach, M.Phill. Thesis,Dept. of Mathematics, Jahangirnagar University, 2012.
  10. R.K.Aminur, A resolution of the transportation problem: an algorithmic approach, Jahangir nagar University Journal of Science.

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Published

2018-07-30

Issue

Section

Research Articles

How to Cite

[1]
A. Fathima Mubeen, Dr. A. Senthil Rajan, " Comparison of Optimization Path Using Transportation Problem and Game Theory, International Journal of Scientific Research in Science and Technology(IJSRST), Online ISSN : 2395-602X, Print ISSN : 2395-6011, Volume 4, Issue 9, pp.99-103, July-August-2018.