題目：On the Equivalence of the Nash Bargaining Solution and the Lindahl Equilibrium in Models of Environmental Externalities
主講人：楊自力 教授（紐約州立大學(xué)賓漢頓經(jīng)濟(jì)學(xué)教授、偉德國際1946bv官網(wǎng)兼職教授、耶魯大學(xué)經(jīng)濟(jì)學(xué)博士）
時間：2016年6月15日10:00
地點：主樓6層
主講人介紹：
楊自力，主要從事資源與環(huán)境經(jīng)濟(jì)學(xué)、能源經(jīng)濟(jì)學(xué)、經(jīng)濟(jì)建模、應(yīng)用博弈論、中國經(jīng)濟(jì)等研究工作。同耶魯大學(xué)教授William D. Nordhaus合作，發(fā)展建立了在世界范圍內(nèi)最具影響力的氣候變化綜合評估模型（RICE模型），并發(fā)表在American Economic Review等重要期刊。RICE模型及其衍生的多個模型在聯(lián)合國政府間氣候變化專門委員會（IPCC）歷次報告中被廣泛使用。楊教授獨立發(fā)展了將博弈論數(shù)值解的概念和算法與氣候經(jīng)濟(jì)綜合評估模型相結(jié)合的研究方法，在此開拓性領(lǐng)域居國際領(lǐng)先地位；是世界上第一個將非合作博弈解以及合作博弈解引入大型綜合評估模型的學(xué)者；是上世紀(jì)90年代麻省理工學(xué)院能源實驗室EPPA模型的最主要建模者。
內(nèi)容介紹：
The Nash bargaining solution and the Lindahl equilibrium are two important solution concepts in an economy with externality. In this paper, it is proved that the Nash bargaining solution that uses the payoffs of non-cooperative Nash equilibrium as the status quo point is the Lindahl equilibrium without transfers of the problem. Furthermore, the Lindahl equilibrium without transfer can be expressed as the social optimum with the welfare weights set at the costsharing ratio retrieved from the Nash bargaining solution. The equivalence connection between this specific Nash bargaining solution and the Lindahl equilibrium without transfers has broad applications in environmental problems. The simulations conducted in the RICE model verify such equivalence relationship and demonstrate the feasibility of its applications in environmental issues. Finally, algorithmic scheme of applying the Nash bargaining solution and the Lindahl equilibrium in environmental modeling are provided in this paper.
（承辦：能源與環(huán)境政策研究中心，科研與學(xué)術(shù)交流中心）
