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Posted: July 12th, 2022
Game theory is the formal study of conflict and cooperation. Game theoretic concepts apply whenever the actions of several agents are interdependent. These agents may be individuals, groups, firms, or any combination of these. The concepts of game theory provide a language to formulate, structure, analyze, and understand strategic scenarios (Turocy, 2001).
This paper will conclude a short concept of the Game theory, introducing 2 fundamental types of the theory, an introduction to the current issue over Iran’s nuclear program and applying the game theory by examining the case of a possible war over Iran’s nuclear program using key information sources from academic publications, news articles, and government/non-governmental reports, which the main players are Iran and Israel, and having the United States as a secondary player.
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* note that the results from the game theory is by the writer’s research on the related case study and the writer’s self-thoughts, thus does not exactly predict the outcomes of the case study.
In real life it frequently happens that you would be faced to make a decision or to choose the best choice from several options. For instance, you might need to decide whether to invest your money for a master’s degree or keep on working with your current education. Another instance could be that you wanted chocolate ice cream but the seller has only strawberry ice cream and you have to either choose it or not. In both of the examples, the results depend on your own decision based on self-minded. In the first case, it depends on your ultimate goal at the time. In the second case, it depends on whether you really want ice cream or not, not just considering the flavor. We can model situations like these using Game theory.
The Game theory is one of the models that represent the various options and payoffs in a matrix and can then calculate the best single possible strategy or combination of strategies which simplifies real-world phenomena into a more theoretically form, so that we could easily interpret the sense of it. The mathematician Emile Borel suggested a formal theory of games in 1921, which was furthered by the mathematician John von Neumann in 1928 in a “theory of parlor games.” Game theory was established as a field in its own right after the 1944 publication of the Theory of Games and Economic Behavior by von Neumann and economist Oskar Morgenstern. This book provided much of the basic terminology and problem setup that is still in use today (Turocy, 2001).
This central concept of non-cooperative game theory turned to be the focal point of analysis. Since the 1960s, game theory was broadened theoretically and applied to problems of international relations, including war, terrorism, crisis bargaining, deterrence, and economic sanctions. Incorporated with game models, the application of game theory is to international relations give rise to a large number of important empirical questions. Game models, such as the Prisoner’s Dilemma, described later in the paper, can help illuminate important substantive issues of international affairs, including how and why actors evolve their policies, based on goals and anticipated benefits in the negotiation processes (Dougherty, 1996).
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In short, game theory deals with any problem in which each player’s strategy depends on what the other players do. Game theory simply extends this concept to interdependent decisions, in which the options being evaluated are functions of the player’s choices (Field, 2009).
First of all, we will have to learn about the definition of the words used in the game approach and some simple rules of the game:
– Because game theory arose from the analysis of competitive scenarios, the problems are called games and the participants are called players.
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-To begin with, despite the rubric game, the object is not to win. Even for strictly competitive games, the goal is simply to identify one’s optimal strategy.
-In gaming, players’ actions are referred to as moves. The role of analysis is to identify the sequence of moves that you should use.
– A sequence of moves is called a strategy, so an optimal strategy is a sequence of moves that results in your best outcome.
There are a lot of theoretical approaches to the game theory, in this paper will present the use of two particular fundamentals of the theory.
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The first one is the sequential-move game, the players must alternate moves; in the second one is the simultaneous game, which the players can act at the same time. These types are distinguished because they require different analytical approaches.
We will come back to apply both games to our study case: a potential war over Iran’s nuclear program, in which before getting to analyze on the sequential and simultaneous games, it is very important that we get to know the background of our case study first as presented in the next section.
We will take a look on the current issue from several related newspaper articles.
Iran has developed a nuclear program that it stated is for peaceful purposes and power generation in the nation. However, it is also known that any country with a well-developed peaceful nuclear program has also attained the capability to quickly build a nuclear weapon. The International Atomic Energy Agency (IAEA) has said that medium-level uranium enrichment has begun at the Fordo plant near the Holy city of Qom, north of Tehran (Kanchanalak, 2012). The state of diplomacy between Iran, Israel, and the U.S. demonstrates on the West and Israel’s attempts to use the IAEA, the United Nations, and international sanctions against Iran have failed to encourage cooperation. Apparent diplomatic road rage has set in between at least Iran and Israel, which will likely prove deleterious for peace (Riazi, 2012).
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Looking upon Israel, it is a country that lives in perpetual existential fear for its security. Israel is known for its track record of pre-emptive strikes against nuclear targets in the region. In 1981, it bombed the Osirak reactor in Iraq, and recently in 2007, it attacked a facility in Syria that it believed was intended to be a nuclear reactor. However, Iran, unlike those two countries, presents a much more challenging military and economic question (Kanchanalak, 2012).
For Iran, it would likely not back down off the nuclear program and would definitely use self-defense tactics against any attacks from Israel and countries abroad. Evidently if Israel decides to attack, it would leverage non-state assets, such as its relationships with Hezbollah, the Hamas, and other Palestinian actors, to pummel Israel, and its populace would unite behind it. It would also likely use IRGC-Quds Force hit squads to target Israeli interests abroad. The US would face a complex dilemma if Iran uses the Quds Force in such a manner, as well as if Iran counter-attacked by striking Israel overtly (Riazi, 2012).
Iran’s supreme leader, Ayatollah Ali Khamenei, countered on a televised program stated that Iran will respond in kind when appropriate, and that sanctions will not alter Iran’s nuclear ambitions. Khamenei furthered that sanctions, in fact, have encouraged Iran’s military to become more self-reliant. The Iranian navy could also lay mines to close off the Strait of Hormuz – a vital oil artery – and send the oil price to over US$200 a barrel (Cordesman, 2006). As proud people Iranians would face humiliation if they responded weakly. However, there is one thing that they really do not want, that is domestic interference and military assaults from the United States.
To analyze a sequential-move game, first construct a game tree mapping out all of the possibilities. Then follow the basic rule: look ahead and reason back (Field, 2009):
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1. Look ahead to the very last decision, and assume that if it comes to that point, the deciding player will choose his/her optimal outcome (the highest payoff, or otherwise most desirable result).
2. Back up to the second-to-last decision, and assume the next player would choose his/her best outcome, treating the following decision as fixed (because we have already decided what that player will pick if it should come to that).
3. Continue reasoning back in this way until all decisions have been fixed.
Now we can look ahead and reason back. Looking ahead, if Iran continues on with the nuclear program and follows until the last path, it will be that either Iran has to downplay the situation and surrender or choose to use self-defense tactics, thus worsening the scenario. More than likely, if Iran continues on with their nuclear program, a regional conflict will spark up. Reasoning back, we now know that if Iran chooses to stop the program at first or face downplay and losses at the last choice, the issue would likely not turn to be regional but at least controllable around the area.
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We end this section with a few observations before moving on to simultaneous games. First, notice that looking ahead and reasoning back determines not just one player’s optimal strategy, but those for all players. It is called the solution to the game. Once it has been determined, it is irrelevant whether or not the game is actually played, as no one can possibly do better than the solution dictates (Field, 2009).
That is why the concept of winning does not really apply. Sequential games are determined, so ultimately, there are only two choices: either the player with the last decision gets his/her best outcome, or the game is not played.
International relations and politics in general are complex. The events we observe at the macro-level (e.g., wars, trade, and terrorism) are driven by many events and decisions that occur at the micro-level (e.g., in war: elite decision-making, domestic politics, culture). The tool that political scientists use to make sense of this complexity is modeling. One of the populist models is the game theory. Game theory can be used to design credible commitments, threats, or promises, or to assess propositions and statements offered by others.
In using the game theory on predicting possible consequences for our study case, we can see clearly the possible outcomes on which the players (Iran and Israel) decide to choose. This paper has attempted, through using two game theory models, to look into the current conflict between the two countries over Iran’s nuclear program. As per examining the provided key information sources, it is clearly seen that the main problem is the absence of mutual trust between the two countries, high prestige and different views of national security, which had forced both of them to opt for a decision in their nuclear game with the highest cost for the other side. Definitely that a nuclear-armed Iran would spur proliferation in the Middle East region, increase regional instability, and increase the chance of nuclear war. If Iran chooses to continue on with the nuclear program, it will have to face consequences in which both Iran and Israel tend on avoiding. And if Iran continues on with the program, it could also trigger the possible conflict to a wider arena which would be disastrous to all players. While at every step of the game it may be favorable for either party to insist on its claims, the long-term resolution may be somewhat different.
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In anyway, this is only a tool for analytical and to interpret information to a theoretical approach which leads to a more simplified way of studying the possible outcomes and the consequences of the study case.
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