1. Producer Theory 1. Technology yi =input of good i, y =output of good i, i= yi-yi=net output, y yn) is a production plan Production possibility set Y=technologically feasible production plans yE Rn) y E Y is technologically efficient if there is no yE Y s.t. y>y

Defining the Field-what do you think that economics is? (1) Subject Matter Based Definitions (2)UItra-pragmatic definitions( what economists do) (3)Methodology Based Definitions This much is certain a. Economics pretty much includes all topics related to human society

1.使用范围:第九章“博弈论” 2.要考核的知识点:囚徒的困境及纳什均衡重复博弈及其解 囚徒博弈的合作解 3.思考题: (1)你认为几年前我国彩电市场的竞争属于什么样类型的博弈?请说出你的理由

1.使用范围:第四章生产者行为理论 2.要考核的知识点:边际报酬递减规律 3.思考题: (1)什么是边际报酬递减规律?其发生作用的条件如何?

案例:加入WT背景下的我国农业问题 1.使用范围:第五章“完全竞争市场” 2.要考核的知识点:形成完全竞争市场的条件

1.使用范围:第七章“垄断竞争市场” 2.要考核的知识点:垄断竞争形成的条件差异化战略与广告垄断竞争市场的效率

1.使用范围:第一章导论 2.要考核的知识点:影响供求的因素; 均衡价格的决定及其变动趋势; 价格机制及其制度;

Thus, to find Nash equilibria in IN=N, A(Si)), uin, we use the conditions: for ach player i (1)he is indifferent among all strategies in St,and (2)any strategy in St is at least as good as any strategy in S Example 3.7.(Meeting in an Airport ). Mr Wang and Ms Yang are to meet in an irport. However, they do not know whether they are to meet at door a or door B. The payoffs are specified in the following

Problem set 3 Micro Susen Wang Try to do most problems in MWG(1995), Chapters 7-9 Question 3.1.(Mixed-Strategy Nash Equilibrium). A principal hires an agent to perform some service at a price(which is supposed to equal the cost of the service The principal and the agent have initial

Problem set 1 Micro Theory S. Wang Question1.1. Show that“f(X)=f(x),Vx∈R,A>1” implies“f(A)= Af(x),Vx∈R,A>0.” estion 1.2. Use a Lagrange function to solve c(w1, w2, y) for the following problem