This paper is published in Volume 3, Issue 10, 2018
Area
Game Theory, Water Resource Allocation
Author
Simran Jhawar
Co-authors
Soumya Agarwaal, Taarini Oberoi, Tejas Sharma, Aarya Thakkar
Org/Univ
Anil Surendra Modi School of Commerce- NMIMS, Mumbai, Maharashtra, India
Keywords
Game Theory, Prisoner’s Dilemma, Chicken game, Stag Hunt
Citations
IEEE
Simran Jhawar, Soumya Agarwaal, Taarini Oberoi, Tejas Sharma, Aarya Thakkar. Application of game theory in water resource management, International Journal of Advance Research, Ideas and Innovations in Technology, www.IJARnD.com.
APA
Simran Jhawar, Soumya Agarwaal, Taarini Oberoi, Tejas Sharma, Aarya Thakkar (2018). Application of game theory in water resource management. International Journal of Advance Research, Ideas and Innovations in Technology, 3(10) www.IJARnD.com.
MLA
Simran Jhawar, Soumya Agarwaal, Taarini Oberoi, Tejas Sharma, Aarya Thakkar. "Application of game theory in water resource management." International Journal of Advance Research, Ideas and Innovations in Technology 3.10 (2018). www.IJARnD.com.
Simran Jhawar, Soumya Agarwaal, Taarini Oberoi, Tejas Sharma, Aarya Thakkar. Application of game theory in water resource management, International Journal of Advance Research, Ideas and Innovations in Technology, www.IJARnD.com.
APA
Simran Jhawar, Soumya Agarwaal, Taarini Oberoi, Tejas Sharma, Aarya Thakkar (2018). Application of game theory in water resource management. International Journal of Advance Research, Ideas and Innovations in Technology, 3(10) www.IJARnD.com.
MLA
Simran Jhawar, Soumya Agarwaal, Taarini Oberoi, Tejas Sharma, Aarya Thakkar. "Application of game theory in water resource management." International Journal of Advance Research, Ideas and Innovations in Technology 3.10 (2018). www.IJARnD.com.
Abstract
With this research paper, we aim to analyze the effectiveness of Game Theory in Water Resource Allocation through simple two-by-two symmetric water resource games. The results of examples using three kinds of game theory icons are scanned to compare cooperative and non-cooperative game players. The highest payoff is achieved when both the players cooperate hence this paper explains how decision makers’ rational behavior, who are trying to maximize their own objectives, might result in overall Pareto-inferior outcomes.
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