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EMSW21-MCTP: Research Experience for Graduate Students

EMSW21-MCTP: Research Experience for Graduate Students
EMSW21-MCTP:研究生的研究经验
批准号:
0838434
负责人:
Steven Bradlow
金额:
$202.41万
依托单位国家:
美国
项目类别:
Standard Grant
财政年份:
2009
资助国家:
美国
项目状态:
已结题
起止时间:
2009-06-01 至 2014-05-31

项目摘要

项目成果

Steven Bradlow的其他基金

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中文摘要
翻译
该奖项是根据2009年美国复苏和再投资法案(公法111-5)资助的。UIUC数学系旨在培养企业的管理者。我们的课程促进了从未来的本科数学专业到高级数学家的所有发展阶段。我们建议在这里加强我们的REGS计划,从而影响研究生水平的几个关键转变。 REGS代表“研究生的研究经验”;对于许多学生来说,REGS提供了与研究的初步接触。我们目前的计划为早期研究生提供夏季支持,让他们(单独或小组)与一名或多名教师导师一起从事研究项目。我们在这里提出了一个增强的计划,有四个组成部分:一个为即将到来的博士学位。学生(REGS 0),一个为第一和第二年博士。学生(REGS 1),一个为已经开始论文研究的学生(REGS 2),一个为即将完成论文的学生(REGS 3)。前三个组成部分是夏季计划,而第四个提供为期一年的奖学金。我们将通过将外部参与者纳入REGS 0和REGS 1组件来扩大我们的计划范围。外部参与者将包括来自代表性不足的少数群体的学生,以及来自没有数学博士学位的学校的学生。在UIUC数学系有一个研究,奖学金和培训的杰出记录。我们目前的REGS计划为研究生提供了早期的研究经验。我们的增强将刺激他们的智力发展在计划的各个阶段。此外,我们还将为其他项目的学生提供类似的机会。所有学生将在当前感兴趣的研究领域工作,许多人将为他们做出原创性贡献。此外,来自REGS 0计划的迷你课程将使研究生课程更具活力,更好地与当前的数学研究保持一致。 我们的计划显着影响国家科学劳动力的质量和活力。因为我们是一个具有广泛数学兴趣的大部门,我们的学生继续从事各种各样的职业。那些成为研究数学家的人影响了许多不同的领域,而那些在工业界工作或担任教师的人也在他们的环境中复制了我们对数学的承诺。 我们通过网站和出版物传播和分享有关我们计划的信息;我们参与卡内基博士计划(CID)使我们能够分享我们的REGS计划的细节。我们的想法很容易适应其他部门的需要。我们的增强功能包括来自其他计划的参与者,因此将鼓励我们部门以外的人早日过渡到研究。REGS 0组件提供了一种方法来招募弱势少数群体的成员进行数学研究。
英文摘要
AbstractBradlowThis award is funded under the American Recovery and Reinvestment Act of 2009 (Public Law 111-5).The Mathematics Department at UIUC aims to train stewards of the mathemat-ical enterprise. Our programs facilitate all stages of development from prospective undergraduate math major to senior mathematician. We propose here to enhance our REGS program and thereby impact several critical transitions at the graduate level. REGS stands for \Research Experiences for Graduate Students"; for many students REGS provides the initial contact with research. Our current program provides summer support for early graduate students to work (individually or in a group) on a research project with one or several faculty mentors. We propose here an enhanced program with four components: one for incoming Ph.D. students (REGS 0), one for 1st- and 2nd-year Ph.D. students (REGS 1), one for students who have already begun thesis research (REGS 2), and one for students about to complete their dissertations (REGS 3). The first three components are summer programs while the fourth provides a year-long fellowship. We will extend the reach of our programs by including external participants in the REGS 0 and REGS 1 components. The external participants will include students from underrepresented minority groups and also from schools which do not have mathematics Ph.D. programs.The Mathematics Department at UIUC has a distinguished record of research, scholarship, and training. Our current REGS program has provided graduate students with early research experiences. Our enhancements will stimulate their intellectual development at all stages of the program. In addition we will provide similar opportunities to some students from other programs. All students will work in research areas of current interest and many will make original contributions to them. Furthermore the mini-courses from the REGS 0 program will make the graduate curriculum more dynamic and better in tune with current mathematical research. Our programs significantly impact the quality and vitality of the national scientific workforce. Because we are a large department with broad mathematical interests, our students go on to a wide variety of careers. Those who become research mathematicians impact many different fields, and those who work in industry or as teachers replicate our commitment to mathematics in their settings as well. We have disseminated and shared information about our programs via websites and publications; our participation in the Carnegie Initiative on the Doctorate (CID) allowed us to share the details of our REGS program. Our ideas are easily adapted to the needs of other departments. Our enhancements include participants from other programs, and hence will encourage an early transition to research for people outside of our department. The REGS 0 component provides a way to recruit members of disadvantaged minority groups to mathematical research.
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会议论文
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