Look Forward, Reason Back

Slides:



Advertisements
Similar presentations
An introduction to strategy …competitive advantage An overview of corporate strategy An overview of corporate strategy Strategic analysis Strategic analysis.
Advertisements

Market Structure Conduct and Performance A2 Economics – May 2009.
Chapter 10 Strategic Choice in Oligopoly, Monopolistic Competition, and Everyday Life Odd-numbered Qs.
5. Combining simultaneous and sequential moves.
Stackelberg -leader/follower game 2 firms choose quantities sequentially (1) chooses its output; then (2) chooses it output; then the market clears This.
Pablo Serra Universidad de Chile Forward Contracts, Auctions and Efficiency in Electricity Markets.
Oligopoly.
Chapter 10 Game Theory and Strategic Behavior
Business level Strategy. Introduction Choices that can be made to gain competitive advantage Organizations have a number of business units Competitive.
Lecture 2A Strategic form games
GAME THEORY.
Game Theory and Competitive Strategy
Building Competitive Advantage Through Business-Level Strategy
1 Unless otherwise noted, the content of this course material is licensed under a Creative Commons Attribution – Non-Commercial 3.0 License.
Chapter 9: Economics of Strategy: Game theory
A camper awakens to the growl of a hungry bear and sees his friend putting on a pair of running shoes, “You can’t outrun a bear,” scoffs the camper. His.
Chapter 11 Dynamic Games and First and Second Movers.
Managerial Economics and Organizational Architecture, 5e Chapter 9: Economics of Strategy: Game Theory McGraw-Hill/Irwin Copyright © 2009 by The McGraw-Hill.
David Bryce © Adapted from Baye © 2002 Game Theory: The Competitive Dynamics of Strategy MANEC 387 Economics of Strategy MANEC 387 Economics.
Building Competitive Advantage Through Business-Level Strategy
1 Game Theory & Applications Ian Larkin & Evan Rawley MBA 299: Strategy April 15 th, 2004.
© 2008 Pearson Addison Wesley. All rights reserved Chapter Fourteen Game Theory.
Game Theory Approaches to Bargaining, Conflict, and Negotiation Course Overview.
Simple Business Games. How much to Produce Dominant Strategy Nash Equilibrium.
An introduction to game theory Today: The fundamentals of game theory, including Nash equilibrium.
Predatory Conduct What is predatory conduct? –Any strategy designed specifically to deter rival firms from competing in a market. –Primary objective of.
Static Games of Complete Information: Subgame Perfection
Chapter Fourteen Strategy. © 2007 Pearson Addison-Wesley. All rights reserved.14–2 Strategic Behavior A set of actions a firm takes to increase its profit,
QR 38, 2/15/07 Extensive form games I.Writing down a game II.Finding the equilibrium III.Adding complexity.
Dynamic Games. Overview In this unit we study: Combinations of sequential and simultaneous games Solutions to these types of games Repeated games How.
This Week’s Topics  Review Class Concepts -Sequential Games -Simultaneous Games -Bertrand Trap -Auctions  Review Homework  Practice Problems.
David J. Bryce © 2002 Michael R. Baye © 2002 Game Theory: Entry Games MANEC 387 Economics of Strategy MANEC 387 Economics of Strategy David J. Bryce.
An introduction to game theory Today: The fundamentals of game theory, including Nash equilibrium.
Slide 1 Capacity Planning and Pricing Against a Low-Cost Competitor Appendix 13A Piedmont Airlines and People Express present a case study of the reaction.
Introduction to Game Theory and Strategic Interactions.
Game Theory, Strategic Decision Making, and Behavioral Economics 11 Game Theory, Strategic Decision Making, and Behavioral Economics All men can see the.
Chapter 13 Game Theory. Chapter 132 Gaming and Strategic Decisions Game theory tries to determine optimal strategy for each player Strategy is a rule.
Prepared by Robert F. Brooker, Ph.D. Copyright ©2004 by South-Western, a division of Thomson Learning. All rights reserved.Slide 1 Managerial Economics.
McGraw-Hill/Irwin Copyright  2008 by The McGraw-Hill Companies, Inc. All rights reserved. GAME THEORY, STRATEGIC DECISION MAKING, AND BEHAVIORAL ECONOMICS.
Dynamic Games & The Extensive Form
Oligopoly.
Public Policy Analysis MPA 404 Lecture 24. Previous Lecture Graphical Analysis of Tariff and Quota Game Theory; The prisoner's Dilemma.
A monopolistically competitive market is characterized by three attributes: many firms, differentiated products, and free entry. The equilibrium in a monopolistically.
University of Cagliari, Faculty of Economics, a.a Business Strategy and Policy A course within the II level degree in Managerial Economics year.
제 10 장 게임이론 Game Theory: Inside Oligopoly
The Economic Framework For our purposes two basic sets of agents: –Consumers –Firms Interact through markets Faced with some economic environment or market.
C opyright  2007 by Oxford University Press, Inc. PowerPoint Slides Prepared by Robert F. Brooker, Ph.D.Slide 1.
Games People Play. 2. Sequential move games. In this section we shall learn How to figure out what to expect in games with sequential moves. Techniques.
Dynamic games, Stackelburg Cournot and Bertrand
Oligopoly Theory1 Oligopoly Theory (6) Endogenous Timing in Oligopoly The aim of the lecture (1) To understand the basic idea of endogenous (2) To understand.
Topics to be Discussed Gaming and Strategic Decisions
Dynamic Games. Dynamic Games-Ransom Suppose that one citizen of your country is kidnapped and the raptors demand the payment of a ransom. The threat is.
Dynamic Game Theory and the Stackelberg Model. Dynamic Game Theory So far we have focused on static games. However, for many important economic applications.
University of Papua New Guinea Principles of Microeconomics Lecture 13: Oligopoly.
Week 4 The Strategic Value of Information This lecture analyze the value of information in strategic contexts. The intuition from decision theory, that.
Chapter 12 Game Theory Presented by Nahakpam PhD Student 1Game Theory.
Strategic Decision Making in Oligopoly Markets
Game Theory III – Sequential Games
ECONOMICS FOR BUSINESS (MICROECONOMICS) Lesson 9
Capacity Planning and Pricing Against a Low-Cost Competitor Appendix 13A Piedmont Airlines and People Express present a case study of the reaction to.
Game Theory: The Competitive Dynamics of Strategy
5. Combining simultaneous and sequential moves.
11b Game Theory Must Know / Outcomes:
BEC 30325: MANAGERIAL ECONOMICS
Learning 6.2 Game Theory.
Dynamic Games and First and Second Movers
4. Repeated games Actions taken and payoffs made over and over again
Dynamic Games and First and Second Movers
Dynamic Games and First and Second Movers
Lecture 8 Nash Equilibrium
Presentation transcript:

Look Forward, Reason Back The Cornerstone of Strategic Reasoning

Overview Advertising and entry Retail location strategies General Principles

Advertising and Entry An established retailer is facing possible competition from a rival The established retailer can try to stave off entry by engaging in a costly advertising and price cutting campaign

Speed and flexibility The rival is fast and flexible, so its policy is to wait and decide at the last possible instant its entry choice Thus, the rival observes the initiation of this campaign before making its entry decision

Strategies and Payoffs Incumbent: Advertise or not Rival: Enter or not

Payoffs: Incumbent (Best to worst) Rival No entry and no ads No entry and ads Entry and no ads Entry and ads Rival

Game Tree In 1,1 R Ads 3,3 Out I In 2,4 No ads R 4,2 Out

Backward Induction Look to the end of the game tree and prune back Rationality assumption implies that players choose the best strategy at each node.

Rival’s Choice In 1,1 R Ads 3,3 Out I In 2,4 No ads R 4,2 Out

Incumbent’s Choice In 1,1 R Ads 3,3 Out I In 2,4 No ads R 4,2 Out

Equilibrium Prediction The prediction from this model is that the incumbent will run its ad campaign and this will effectively forestall entry Notice that even in absence of actual entry, the potential competition from the rival eats into the incumbent’s profits.

Is Flexibility an Advantage? Suppose that the rival is less flexible in its management practices. It must commit to enter or not before the advertising decision of the incumbent. How does this affect the outcome of the game?

Game Tree – Stodgy Rival Ads 1,1 I In 2,4 No ads R Ads 3,3 Out I 4,2 No ads

Backward Induction - Incumbent Ads 1,1 I In 2,4 No ads R Ads 3,3 Out I 4,2 No ads

Backward Induction – Rival Ads 1,1 I In 2,4 No ads R Ads 3,3 Out I 4,2 No ads

Equilibrium Prediction Notice that now the prediction is that the rival will enter and the incumbent will not advertise The absence of flexibility on the part of the rival improves its outcome relative to the case where it retained flexibility. This game has a first-mover advantage

Do all games exhibit first-mover advantage? No Procurement contracts: Two firms are bidding for a procurement contract, which will be awarded to the low bidder. There is a cost to preparing a bid Firm 1 chooses its bid followed by firm 2. Clearly it pays to go second and undercut the bid of the first firm

More Players Same methods apply to more players Only the tree grows more complex

Location Decisions Three retailers (A, B, and C) are deciding their location decisions for an emerging metropolitan area Their decision is whether to locate in an urban mall or a suburban mall The urban mall has spots for 2 stores The suburban mall has spots for all 3.

Motivation The urban mall has more traffic than the suburban mall There are synergies in mall location The presence of 2 or more large stores drives disproportionate traffic to that mall

Strategies and Payoffs Each retailer chooses where to locate: urban or suburban Payoffs (Best to worst) Urban mall with other store Suburban mall with other stores Urban mall alone Suburban mall alone No mall

Mall Allocation The malls are not strategic players. Urban: B and C have priority over A Suburban: Accept anyone

Timing Firm A is moves first, followed by B and then C

Game Tree U 1,5,5 C 5,5,2 U S 5,2,5 U B C U 3,4,4 S S 2,5,5 A U C 4,3,4 U S S B 4,4,3 U C 4,4,4 S S

Backward Induction - C U 1,5,5 C 5,5,2 U S 5,2,5 U B C U 3,4,4 S S 2,5,5 A U C 4,3,4 U S S B 4,4,3 U C 4,4,4 S S

Backward Induction - B U 1,5,5 C 5,5,2 U S 5,2,5 U B C U 3,4,4 S S 2,5,5 A U C 4,3,4 U S S B 4,4,3 U C 4,4,4 S S

Backward Induction – A U 1,5,5 C 5,5,2 U S 5,2,5 U B C U 3,4,4 S S 2,5,5 A U C 4,3,4 U S S B 4,4,3 U C 4,4,4 S S

Equilibrium Prediction Firm C chooses suburban only if other 2 choose S Firm B knows that by choosing an urban location, C will follow suit, therefore it goes urban Firm A knows that B will go urban regardless and that C will follow B’s lead, therefore if it goes urban, it will be shut out Therefore A goes suburban and ends up alone

General Principles Sketch a game tree outlining who moves when Construct a ranking of outcomes for both you and your rivals. Look forward and reason back If the outcome is not a desirable one, think about how you might change the game

Ways to Change the Game Contracting: Look ahead in thinking about the strategic implications of contract terms Change the order of moves (i.e. commitment) to gain a first-mover advantage.