Artificial Intelligence Programming Practice Exam 2025 – The All-in-One Guide to Mastering AI Programming!

Game Theory primarily focuses on the study of strategic decision-making among individuals or groups who are interdependent, meaning the outcome for one participant depends on the actions taken by others. It provides a framework for analyzing situations where entities make choices that potentially affect each other's outcomes, such as in economics, politics, biology, and many social scenarios.

In Game Theory, strategies are formulated considering the possible choices of others, promoting an understanding of equilibrium concepts, like Nash Equilibrium, where no player has anything to gain by changing their strategy unilaterally. Thus, strategic decision-making is at the core of what Game Theory aims to explore.

The other options, while related to aspects of decision-making or mathematics, do not capture the essence of Game Theory's focus on the strategic interdependence and competition inherent in interactive settings. Mathematical models of cooperation are relevant, but they do not encompass the broader and essential competitive dynamics that Game Theory studies. Optimization of decisions under certainty implies a lack of strategic interaction, and analysis of random outcomes addresses probability, which is not the primary focus of Game Theory's strategic interactions.