PPT-FRC Game Analysis and Design Strategy

Caleb Sykes Mentor FRC 4536 About me Caleb Sykes Education Currently an undergraduate student at the University of Minnesota pursuing electrical engineering FRC Student on FRC 2052 from 20092013. Games Chosen so far:. Super . Mario. FIFA. Dark Souls. Super . Mario. Borderlands 2. Mass . Effect 3. Grand Theft Auto: San Andreas. Final Fantasy IX. Game on any digital medium is fine: mobile device, gaming console, PC . Revision Session – 28. th. April 2015. Revision Session. Office Hour: Next Friday 8. th. May 10:30-12:00 (S1.114). Main Themes of the Module. Recap on Seminar Topics. Past Exam Questions. Main Themes of the Module. Revisiting the territory we have covered. A look at the skeleton. There is a fairly small set of ideas which we have seen developed with a rich variety of examples.. Today we look . at this skeleton. The text develops the examples and we have discussed a large number of them. . Robin Burke. GAM 224. Winter . 2008. Outline. Class . organization. Resources. Assessment. Reaction papers. Analysis project. Design project. Primary . Schemas. Rules. Play. Culture. Contacting me. Email is best. GAM 224. Fall 2007. Outline. Introductions. Class organization. Resources. Assessment. Reaction papers. Analysis project. Design project. Games and play. Design. Meaningful Play. Choice. The Magic Circle. Game theory. Game theory . deals with systems of interacting agents where the outcome for an agent depends on the actions of all the other agents. Applied in sociology, politics, economics, biology, and, of course, AI . Initially, von Neumann and Morganstern . Zero-sum games. John Nash. Nonzero-sum games. Harsanyi, Selten. Incomplete information. An example:. Big Monkey and Little Monkey. Big monkey. w. w. w. c. c. c. Squintani. Email: f.squintani@warwick.ac.uk. Lecture . 7. 1. Structure of the Lecture. Infinitely Repeated Games. Nash and . Subgame. -Perfect Equilibrium. Finitely Repeated Games. 2. Repeated Games. Initially, von Neumann and Morganstern . Zero-sum games. John Nash. Nonzero-sum games. Harsanyi, Selten. Incomplete information. An example:. Big Monkey and Little Monkey. Big monkey. w. w. w. c. c. c. Game theory . to analyze strategic behavior:. Given a strategic environment (a “game”), and an assumption about like behavior (e.g. Nash Equilibrium), we can predict what will happen.. Mechanism design . By Jason Jebbia. The Game of Nim. In this presentation I will:. Introduce the game play and rules of the game of Nim. Demonstrate the winning strategy of Nim. Discuss other variations of Nim including their winning strategies.. University. Agenda. Some Review from Last Class. Data Envelopment Analysis. Revenue Management. Game Theory Concepts. Chapter 5 . Advanced Linear Programming Applications. Data Envelopment . Analysis. Game Design: Memory & Emotions in Neotenic Data Patterns Patrick A. McNutt, FRSA www.patrickmcnutt.com Follow on Twitter @ tuncnunc Visiting Fellow, Manchester Business School, UK & Smurfit Business School, Dublin, Ireland. . agha. . banihashemi. school. of international relations . Of Ministry of foreign affairs. ihusaied2001@yahoo.com. www.ircrypt.com. 01/12/2013. 1. 01/12/2013. 2. Definition: Study strategic situation .