Description:

Linear programming is a mathematical method for determining a way to achieve the best outcome in a given mathematical model for a given set of requirements represented in the form of linear equations. Theory of games is a branch of applied mathematics that studies strategic situations where players choose different actions in an attempt to optimize their outcomes. This course provides an in-depth understanding of both linear programming and the theory of games, and how these concepts can be applied in decision-making processes.

Key Highlights:

• Learn linear programming and theory of games
• Understand how to optimize outcomes using mathematical models
• Practical applications in decision-making processes

What you will learn:

• Learning Outcome 1
  Master the fundamentals of linear programming and its applications
• Learning Outcome 2
  Gain insights into game theory and strategic decision-making
• Learning Outcome 3
  Apply linear programming and game theory in real-world scenarios