哈佛大学数理统计科研
哈佛大学数理统计科研
Harvard University Mathematical Statistic Research
一、学校简介
哈佛大学 ( Harvard University ),是一所享誉世界的私立研究型大学,是著名的常春藤盟校成员。这里走出了8位美利坚合众国总统,上百位诺贝尔获得者曾在此工作、学习,其在文学、医学、法学、商学等多个领域拥有崇高的学术地位及广泛的影响力,被公认为是当今世界最顶尖的高等教育机构之一。
二、项目简介
科研导师: 哈佛大学工学院研究数学统计相关导师;
科研主题:统计、建模和计算在智能交通上的运用。
科研形式:远程线上科研,导师授课+研究实战结合,完成课题选题、搜集资料、数据分析、研究实践及报告撰写;
科研周期:
远程科研:学生与导师约定开始时间,线上交流进行科研学习和探讨,每期时间4-12周,具体根据学生完成任务的进度确定完成时间。
申请截止:滚动报名,先到先得;
三、招募要求
面向对象: 以欲申请美国名校应用数学、统计、计算机、数据科学等相关专业的高中生,大学生;
专业背景:数学、计算机等相关专业;
软性背景:有一定的科研履历者优先;
四、科研介绍
这是一个以课题为基础的研究项目,涵盖交通规划、道路安全和城市经济。该课题的重点是数理统计,更具体地说,包括描述性统计,建模结构和数值计算。重点介绍了决策过程中与数理统计有关的几种经典方法,如层次分析法、topsis法、rsr法等,同时也介绍了常用的数学软件包,如matlab、spss等。此外,本研究还将介绍商业参考资料管理软件endnote的使用,endnote用于撰写论文和文章时管理参考书目和参考资料。总的来说,通过参加这个项目,在试探中发现、分析和解决与他们未来的研究密切相关的数学问题方面会有很大的进步。
Applied mathematics focuses on the creation and study of mathematical and computational tools broadly applicable in science and engineering, and on their use in solving challenging problems in these and related fields.
From ecological modeling to electromagnetic theory, from robotics tometeorology, areas of investigation in Applied Mathematics are diverse.
Such applications can occur in any field of human endeavor. Most commonly known are those in science, economics or engineering, where, for example, Einstein invented the general theory of relativity by applying methods from differential geometry to the structure of space and time; Arrow probed the limits of democracy as an institution by calculating the probabilities that decisions cannot be reached on purely rational terms; Black, Sholes and Merton wrote down a fundamental formula for the price of an option, by applying the theory of random walks to the stock market; Shannon characterized an information source in mathematical terms, and in so doing laid the quantitative basis for modern information technology.
The interdisciplinary setting at Harvard provides an ideal environment for applied mathematics, with activities occurring both within and at the boundaries of many different fields, using a variety of mathematical and computational tools.
Researchers aim to:
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understand the mathematical concepts and techniques used to analyze, explain, or predict information (whether it relates to scientific and engineering measurements or the less precise data that describe certain aspects of our social, economic or ecological environment);
study relations between models and observations; and examine the mathematical foundations and limitations of models and techniques and develop extensions.
五、科研收获
1.浸入式的学术氛围,切身体会常春藤名校——通过参加紧张丰富的科研,学生能亲身体会精英学子们在这样的学术氛围下如何完成自身成长;
2.极大拓宽学生视野,哈佛大学是世界一流的学术中心,处在这样一个学习氛围下,能够让学生拥有国际视野,了解到世界顶尖的学术研究课题和内容,从而对整个行业有更清晰的认知;
3.学生将有机会与顶尖教授、学者零距离交流,聆听世界一流学者的讲座,获取该产业第一手现实资料;
4.科研完成后,学生将会全面了解并体会到高端人才的学术培养流程,并对所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;
5.提前感受并学习美式学术研究的方法和逻辑思维,预先为未来进入状态。
六、选拔流程
1.提交报名表;
2.初审合格,签订协议,科研组择优⾯试;
3.⾯试通过后,发送录取确认书;
4.远程项目协调开始时间及项目研究准备;
5.开始科研;
6.丰富的CV、PS履历;获得科研证书,表现优异者可获导师推荐信助⼒申请。