做纯理论的经济学研究多了去了
随便给你找两篇文章

1、Limited Foresight Equilibrium

This paper models a scenario where finite perfect-information games are distorted in two ways. First, each player can have different possible levels of foresight, where foresight is a particular number of future stages that the player can observe/understand from each of her moves. In particular, each player's foresight is allowed to be “limited” or insufficient to observe the entire game from each move. Second, there is uncertainty about each opponent's foresight. I define the Limited Foresight Equilibrium (LFE) for this model. An LFE specifies how limited-foresight players' strategies and beliefs about opponents' foresight evolve as they move through the stages of the game. I show the existence of LFE and describe its other properties. I show that in LFE limited-foresight players follow simple heuristics for beliefs and actions. As applications, LFE is shown to rationalize experimental findings on Sequential Bargaining and the Centipede game.

2、Lattice structure of the random stable set in many-to-many matching markets

We study the lattice structure of the set of random stable matchings for a many-to-many matching market. We define a partial order on the random stable set and present two natural binary operations for computing the least upper bound and the greatest lower bound for each side of the matching market. Then we prove that with these binary operations the set of random stable matchings forms two distributive lattices for the appropriate partial order, one for each side of the market. Moreover, these lattices are dual.



【 在 knitr (QiaoGe) 的大作中提到: 】
: 金融独立出来，
: 甚至财政也可以独立出来，
: 但是理论经济学我认为是不伦不类的，国际上也没有这个吧
: ...................
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FROM 124.205.76.*

再说你列的这玩意儿在经济学里是极其个别的边缘化的研究，值得一个一级学科去容纳？
【 在 AksaiChin 的大作中提到: 】
:  
: 做纯理论的经济学研究多了去了  
: 随便给你找两篇文章  
:
: 1、Limited Foresight Equilibrium  
:
: This paper models a scenario where finite perfect-information games ar
: ..................

发自「今日水木 on iPhone XR」
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FROM 113.89.95.*

难道我列的这两篇文章是应用经济学？！

【 在 knitr (QiaoGe) 的大作中提到: 】
: 跟数学和物理不一样，不存在纯理论的经济学。
: 伪概念。
: 发自「今日水木 on iPhone XR」
: ...................
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FROM 124.205.76.*

是经济学，就是应用的
【 在 AksaiChin 的大作中提到: 】
:  
: 难道我列的这两篇文章是应用经济学？！  
: --  
:

发自「今日水木 on iPhone XR」
--
FROM 113.89.95.*

你这纯属见识太少，说你是个经济学票友都抬举你了

【 在 knitr (QiaoGe) 的大作中提到: 】
: 是经济学，就是应用的
: 发自「今日水木 on iPhone XR」
--
FROM 124.205.76.*