ADVANCE Fellows Award

高级研究员奖

• 批准号: 0137987
• 负责人: Gwendolen Hines
• 金额: $ 18.01万
• 依托单位: University of Nebraska-Lincoln
• 依托单位国家: 美国
• 项目类别: Standard Grant
• 财政年份: 2002
• 资助国家: 美国
• 起止时间: 2002-06-01 至 2006-05-31
• 项目状态: 已结题
• 来源: https://www.nsf.gov/awardsearch/showAward?AWD_ID=0137987&HistoricalAwards=false
• 关键词: ADVANCE; Fellows; Award

DMS Award AbstractAward #: 0137987 PI: Gwendolen HinesInstitution: University of Nebraska, Lincoln Title: ADVANCE Fellows AwardGwendolen Hines will collaborate with Konstantin Mischaikow on a mathematical model for the evolution of dispersal rates in a population which experiences both spatial and temporal heterogeneity. Together, they will analyze models with dispersal mechanisms other than simple diffusion, specifically dispersal described by integral operators. They will search for the existence of stable solutions for different combinations of spatial and temporal homogeneity and heterogeneity. The global dynamics of the system will be studied. Gwendolen Hines has been out of the full-time academic mathematics workforce for several years to care for her young daughter. She plans to reestablish her research career by spending a semester at Georgia Tech's Center for Dynamical Systems and Nonlinear Studies to work on a problem in evolutionary biology having to do with how natural selection is related to dispersal rates. Upon returning to the University of Nebraska at Lincoln, she will resume her full-time tenure-track position in mathematics. She will continue to work on this research problem, intensifying the collaboration with summer visits to Georgia Tech. At Nebraska, she will promote the interaction between Mathematics and Biology departments, as part of the university's initiative in Quantitative and Integrative Biology. Dr. Hines remains active in outreach activities for girls and women in mathematics.

获奖者编号：0137987 PI: Gwendolen Hines机构：内布拉斯加州大学林肯分校标题：高级研究员奖wendolen Hines将与Konstantin Mischaikow合作研究一个具有时空异质性的种群中分散率演化的数学模型。他们将一起分析具有扩散机制的模型，而不是简单的扩散，特别是由积分算子描述的扩散。他们将寻找存在的稳定解决方案的不同组合的空间和时间的同质性和异质性。将研究该系统的全局动力学。Gwendolen Hines为了照顾她年幼的女儿，已经好几年没有全职从事学术数学工作了。她计划用一个学期的时间在佐治亚理工学院的动力系统和非线性研究中心重新开始她的研究生涯，研究进化生物学中的一个问题，即自然选择与分散率之间的关系。回到内布拉斯加州大学林肯分校后，她将恢复她的数学全职终身职位。她将继续致力于这一研究问题，并在夏季访问佐治亚理工学院时加强合作。在内布拉斯加州，她将促进数学系和生物系之间的互动，作为该校定量和综合生物学倡议的一部分。海恩斯博士仍然积极为数学领域的女孩和妇女开展拓展活动。