中国唯一A股上市留学机构

中国唯一A股上市留学机构

哈佛大学经济学专业1个月科研项目

参团对象:研究生,本科生,高中生

活动时间:全年可招生,名额有限

项目地点:哈佛大学(波士顿)

出发城市:北京、上海或广州

建议人数:3-6人

报名截止日期:2018-12-31

项目费用:79800元/人

名额有限,欲报从速!

项目亮点

★ 挑战自身潜能,切身体会常春藤名校——哈佛大学严苛的学术氛围。通过参加紧张丰富的2-4 周科研,学生能亲身体会国际精英们在这样的学术氛围下如何完成自身成长;

★ 极大拓宽学生视野,哈佛文理学院和商学院(Harvard Graduate School of Design)是世界一流的学术中心,同时经济学也是哈佛大学的优势学科(设计、医学等)之一。处在这样一个学习

★ 学生将有机会与顶尖教授零距离交流,聆听世界一流经济学家的讲座,获取该产业第一手现实资料;

★ 科研完成后,学生将会全面了解并体会到哈佛经济学的培养流程,并对经济学专业有一个完整的认知,将对学生今后的专业选择或者人生规划帮助良多;

项目介绍

哈佛,有太多的吸引力,哈佛大学经济学学术水准属于世界顶级,长期霸占全美第一名,光中组部和国务院发展研究中心每年选拔的约60名中央和地方要员圈子就令多少人趋之若鹜。常听周围朋友说:你只有到了那个层次,才会有相应的圈子。其实层次和圈子从某种程度上说是相辅相成的,自强提升圈子,圈子折射自己。通俗一点的说法是:与其仔细观摩一千张白富美的照片,不如在远离屌丝的路上迈出一步。时钟是留学,秒针是软性背景提升,要让时钟走的准,必须控制好秒针的运行。是时候行动了!六大商业经济学教授科研组已虚以待位,现招募科研助理!

内容模块

◆ Goals

Through this research program, students are introduced to the game theoretic perspective of social and economic activities. They will learn to read papers in the frontier of economics,appreciate their strengths and weaknesses and be guided to initiate their own research on a topic of their choice.

◆ Prerequisites

It is not necessary to have previous expo-sure to game theory or any other subfield of economics. Some advanced math-ematical knowledge is indispensable to understanding the materials and ultimately proving theorems of your own. High-school students should be comfortable with algebraic manipulations.

◆ manipulations

such as solving systems of (linear) equations. Knowing some basic calculus (how to take derivatives) and/or probability (what expectation means) is a definite plus, but those will pose no problem as long as you are willing to look things up.

参考行程

注:以下为项目参考日程,具体日程可能会有所调整。

  • W

    哈佛大学

    Unit 1 – Normal-form Games with Complete Information

    Readings: Fudenberg and Tirole Chap. 1, 2

    Keywords: pure and mixed strategies; expected utility; iterated strict dominance and rationalizability; Nash equilibrium; zero-sum games.

  • W

    哈佛大学

    Unit 3 – Games with Incomplete Information

    Readings: Fudenberg and Tirole Chap. 6

    Keywords: incomplete information and imperfect information;type and strategy.

  • W

    哈佛大学

    Unit 8 – Learning in Extensive-Form Games

    Readings: Blackwell-Dubins ’62; Kalai-Lehrer ’93 ECMA; FL ’93 ECMA (two papers);Kamada ’09 ECMA.

  • W

    哈佛大学

    Main results: how self-confirming equilibrium refines Nash

    Additional Readings:

    Osborne and Rubinstein ’98 AER; Eyster-Rabin ’05 ECMA;

    Esponda ’08 AER.

项目证书

往期回顾

名额有限,欲报从速!

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