Eco514 Game Theory Lecture 12: Repeated Games(1) Marciano Siniscalchi October 26, 1999 Introduction [By and large, I will follow OR, Chap. 8, so I will keep these notes to a minimum.] The theory of repeated games is double-edged sword. On one hand, it indicates how payoff profiles that are not consistent with Nash equilibrium in a simultaneous-move game might be achieved when the latter is played repeatedly, in a manner consistent with Nash or

一、单项选择题(10×1=10) 1、经济法律关系的主体是() A、享有经济权利和承担经济义务当事人 B、主体权利和义务所指向的对象 C、主体享有的经济权利和承担的经济义务 D、经济法律事实 2、经济制裁的方式是() A、拘留B、罚金C、返还原物D、支付违约金 3、股份有限公司募集设立时,发起人认购的股份不得少于公司股本总额的() A、10%B、25%C、35%D、45%

应注意矩阵与行列式的本质区别.行列式是一 个算式,一个数字行列式经过计算可求得其值 ,而矩阵是一个数表,它的行数和列数也可以 不同.对于n阶方阵,虽然有时也要算它的行列 式,记作A或detA,但是方阵A和方阵A的行列 式是不同的概念

1.已知下列函数在指定区间上可积,用定义求下列积分: (1)|xtx(00)

I. Explain the italicized words or phrases in the following sentences. (20%) 1. Ancient girders creak and groan, ropes tighten and then a trickle of oil oozes down a stone runnel into a used petrol can

1.凡是体系的温度升高时,就一定吸热,而温度不变时,则体系既不吸热也不放热。 答:错。等温等压的相变化或化学变化始、终态温度不变,但有热效应。气体的绝热压缩,体系温度升高,但无吸收热量。 2.当n摩尔气体反抗一定的压力做绝热膨胀时,其内能总是减少的。 答:对。绝热:Q=0;反抗外压作功:W<0△U=Q+W=W<0。 3.封闭体系中有两个相a,B。在尚未达到平衡时,a,B两个相都是均相敞开体系;达到平衡 时,则a,B两个相都等价于均相封闭体系。 答:对

a Objectives FocuS Warm-up(background 19.1 Saving what you've done 16.2 Visiting a factory 16.3 The company report Sum-up Assignment

一、矩阵的满秩分解 1.定义:设A∈C(r>0),若存在矩阵F∈Cx及G∈C,使得A=FG,则称其为A的一个满秩分解

Slide 17.5.1 Streams-a different way of structuring Now, let's look at one example in which changing the computation evaluation model allows us to explore a very different kind of computational problem. Our goal is to show how a smal

The role of abstractions In this lecture, we are going to look at a very different style of creating large systems, a style called object oriented programming. This style focuses on breaking systems up in a different manner than those we have seen before To set the stage for this, we are first going to return to the notion of