In this 2-hour long project-based course, you will learn how to use 2 Game-theoretic decision rules: Maximin strategy, Minimax strategy, and the solution concept, Nash Equilibrium. You will be familiarized with key terminologies in Game Theory and learn the underlying computation mechanism of each method to solve problems. Also, you will be solving higher order payoff matrices using custom spreadsheet based solution template (one for each method) and learn to interpret the results.
Game-Theoretic Solution Concept with Spreadsheets
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Game-Theoretic Solution Concept with Spreadsheets
Instructor: Barsha Saha
4,337 already enrolled
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4.5
(56 reviews)
Intermediate level
Recommended experience
2 hours
Learn at your own pace
Hands-on learning
What you'll learn
Gain knowledge of computational mechanism of 3 Game Theoretic concepts
Learn how to use solution templates and interpret the results
Skills you'll practice
Details to know
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Taught in English
No downloads or installation required
Only available on desktop
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About this Guided Project
Learn step-by-step
In a video that plays in a split-screen with your work area, your instructor will walk you through these steps:
Introduction and Matrix Representation
Maximin Strategy
Maximin Strategy with Template
Minimax-Maximin Strategy
Minimax-Maximin Strategy with Template
Nash Equilibrium
Nash Equilibrium with Template - Prisoner's Dilemma
Nash Equilibrium with Template - Hawk - Dove Game
Recommended experience
Introductory knowledge of Game Theory and familiarity with spreadsheets is preferable. Learners must have an existing Google Account
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How you'll learn
Skill-based, hands-on learning
Practice new skills by completing job-related tasks.
Expert guidance
Follow along with pre-recorded videos from experts using a unique side-by-side interface.
No downloads or installation required
Access the tools and resources you need in a pre-configured cloud workspace.
Available only on desktop
This Guided Project is designed for laptops or desktop computers with a reliable Internet connection, not mobile devices.
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