Doctor of Philosphy in Applied Mathematics- Mathematical Economics and Game Theory
  • 学历文凭

    Ph.D.

  • 专业院系

    游戏设计与开发

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国际学生入学条件

You will be asked to enter typical application information such as nationality, GPA, schools attended, etc. You will be required to upload an accurate unofficial transcript for each school you have attended. Please do not send official copies to the CAM office. Please note that there are only up to three fields for listing schools attended. If you attended more than three, you must upload those transcripts in the writing sample portion of the application. If you have appropriate supplemental documents such as an undergraduate research paper, awards, etc., upload them in the writing sample portion of the application. A statement of purpose is required and can be uploaded directly into the application. At least three letters of recommendation are required. Additional letters are allowed. Recommenders may submit their letters online. Once an application is submitted, recommenders receive an automated email soliciting their letter (you will be prompted to provide their contact information before you submit your application). Neither GRE General nor GRE subject scores are accepted. TOEFL iBT - 77 (Writing 20; Listening 15; Reading 20; Speaking 22) IELTS - 7.0 or higher
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雅思考试总分

7.0

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  • 雅思总分:7
  • 托福网考总分:77
  • 托福笔试总分:160
  • 其他语言考试:NA
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课程简介

Mechanism design is the problem of designing a game so as to guarantee that players playing rationally will produce outcomes that are desirable from the point of view of the mechanism designer.<br><br>Auctions can be viewed as instances of mechanisms. We may be interested in designing auctions that, for example, maximize the revenue of a seller or encourage truthful behavior on the part of buyers. Computer scientists have become interested in algorithmic mechanism design, where the focus is on designing mechanisms with good properties that can be implemented in polynomial time. More recently, there has been work designing extremely simple mechanisms, that may not be optimal but perform well (in some appropriate sense) in equilibrium.<br><br>Combining learning theory with game theory: Online learning theory provides powerful models (such as the famous multi-armed bandit problem) for reasoning about processes that adapt their behavior based on past observations. New research questions emerge when one places online learning in a game-theoretic context. For example, what can be said about the dynamics of systems composed of multiple learners interacting in either a competitive or a cooperative environment If the learner's observations depend partly on data provided by selfish users, can we design learning algorithms whose behavior is aligned with the users' incentives, and what impact does this have on convergence rates How should one design algorithms for settings where the learner cannot take actions directly, but instead depends on myopic agents who can be encouraged via incentive payments to explore the space of alternatives, as when an online retailer attempts to learn the quality of products by eliciting consumer ratings<br><br>Adding computation and language issues to game theory: We consider models of game theory that explicitly charge for computation and take seriously the language used by agents. This turns out to have a major impact on solution concepts like Nash equilibrium. The approach seems to capture important intuitions, and can deal with a number of well-known problematic examples. Moreover, there are deep connections between this approach and cryptographic protocol security.
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数据源:泰晤士高等教育世界大学排名

关于康奈尔大学

常青藤联盟中的“学术高压锅”是不是很吓人?其实,这个称号更多是源自大部分学子所表现出的“我要更出色”的学术态度。与其它常青藤盟校大而全的发展策略不同,其一直致力于做“最好的本科教育”。其下属7所学院,4所私立,3所公立。其中康奈尔大学(Cornell University)建筑学院与酒店管理学院提供了全美最好的相关专业。早在Erza Cornell 1860年创立康奈尔大学(Cornell University)时,“一所让所有人可以学习任何专业的大学”即成为了以后200年这所高等学府所遵循的教育理念。学校的招生政策不考虑学生支付能力,并且保证迎合每一名录取学生的经济需要。&nbsp;学校给学生提供超过4000类的课程,想要出国的学生可以选择超过200多个交换项目。康奈尔大学的种植园是一片超过3000亩的树林,自然山径,溪流和峡谷,提供了散步,野餐或者冥想的空间。康奈尔大学有常青藤大学所拥有的严谨学术,州立大学所具备的大规模和多样性,这所学校愿意偏离传统的常青藤模式,敢于创新的学生在这里将会得心应手舒适如归。

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