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SCIT1003 INTRODUCTORY GAME THEORY FOR SUCCESSES IN BUSINESS AND LIFE 1.

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Presentation on theme: "SCIT1003 INTRODUCTORY GAME THEORY FOR SUCCESSES IN BUSINESS AND LIFE 1."— Presentation transcript:

1 SCIT1003 INTRODUCTORY GAME THEORY FOR SUCCESSES IN BUSINESS AND LIFE 1

2 2 Prof. Ken Tsang Room E409-R9 Email:kentsang[at]uic.edu.hk Instructor information

3 TA information Mr Han Fu Room E409 Tel: 3620630 hanfu@uic.edu.hk 3

4 4 Web-link for this class http://www.uic.edu.hk/~kentsang/gt2014/gt2014.htm also linked through iSpace As an official communication channel to all students -Download lectures, or reading materials -Announcement of assignment, quiz, mid-term test -Posting solutions to assignment, quiz, mid-term test -…

5 5 Tutorials One hour each week Time & place to be announced later (we need your input) More explanations More examples More exercises

6 SCIT1003 INTRODUCTORY GAME THEORY … Is part of Mathematical Literacy in a modern World. GAME THEORY This course stresses the prevalence, relevance, and practicality of GAME THEORY in modern society. 6

7 What is mathematics? “Mathematics sets the standard of objective truth for all intellectual endeavors, science and technology bear witness to its practical usefulness. Besides language and music, it is one of the primary manifestations of the free creative power of the human mind, and it is the universal organ for world-understanding through theoretical construction. Mathematics must therefore remain an essential element of the knowledge and abilities which we have to teach, of the culture we have to transmit, to the next generation.” 7 --Hermann Weyl

8 8 “The great book of nature can be read only by those who know the language in which it is written, and this language is mathematics”

9 9 In Galileo’s time “The great book of Nature” he referred to was just the physical world. Today, the human society is also regarded as part of the Nature and can be studied by mathematics.

10 10 1994 John Harsanyi John Nash Reinhard Selten 2005 Robert Aumann Thomas Schelling 1972Kenneth Arrow 1997Robert C. Merton Myron Scholes 2003Robert F. Engle 2012Lloyd Shapley Nobel Prize laureates in Economics "for having enhanced our understanding of conflict and cooperation through game-theory analysis." "for their pioneering analysis of equilibria in the theory of non- cooperative games." contributions to social choice theory, notably "Arrow's impossibility theorem" "for a new method to determine the value of derivatives." "for methods of analyzing economic time series with time-varying volatility” "for the theory of stable allocations and the practice of market design.“

11 What will you learn in this class? 11 How to solve daily problems using Game Theory in steps: 1.Identify if the problem is solvable by Game Theory 2.Simplify the problem by abstraction 3.Analyze it with logic 4.Determine if there is any solution

12 Our emphasis Training in Logical reasoning NOT tedious computation 12

13 13 Some tips to maximize your chances for success in this class? Work hard, more importantly, work smart: 1. Understand, don't memorize. 2. Ask why, not how. 3. See every problem as a challenge. 4. Learn techniques, not results. 5. Make sure you understand each topic before going on to the next.

14 14 How is your final grade determined? Some flexibility to determine your “Continuous Assessment” 40% 30% 10%

15 Oral and Group Presentation (1) Choose your teammates 4-5 members in one team Submit your group form (names & proposed topic) in October Study rubric for oral presentation (1)

16 Choose a topic for your team Prepare your PPT Oral presentation will be given (roughly) on the 8 th week (Nov 2014)

17 17 Text book-- The Art of Strategy: A Game Theorist's Guide to Success in Business and Life by Avinash K. Dixit and Barry J. Nalebuff Publisher: W. W. Norton & Company (January 4, 2010)

18 18 TIME TABLE of PROF. TSANG -2014Fall-


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