Mathematical Sciences/GIG: Graduate Fellowships in Interdisciplinary Research in Mathematical Sciences

DMS-9631618 Golub该奖项将允许创建一个应用和计算数学的研究生奖学金计划，该计划将数学与各种应用领域完全结合起来。 特别是，该计划的学生将积极参与实验室，其结果为学生将从事的数学建模，分析和计算提供动力。 该计划将建立在现有的科学计算和计算数学计划（SCCM）的基础上。 将应用数学与应用领域合并的目标将以多种方式实现：学生将由两个人共同建议，一个对应用数学或数值分析感兴趣，另一个对特定的科学或工程学科感兴趣;在通过应用数学和数值分析的书面资格考试后，将学生融入实验室的外部输入，以及评价，可以实现跨学科的培养。 围绕该计划组织的技术领域是科学和工程中出现的复杂非线性现象的本构建模。 特别是湍流建模，非牛顿流体（如聚合物），生长的生物力学和计算化学领域形成的主要应用领域。 这项活动由以下项目资助：新技术（CISE），多学科活动办公室（OMA），MPS和数学科学部。

DMS-9631618 Golub The award will permit the creation of a graduate fellowship program in applied and computational mathematics which fully integrates mathematics with a variety of application areas. In particular, students in the program will be expected to actively participate in the experimental laboratory whose results provide the impetus for the mathematical modelling, analysis and computation that the student will engage in. The program will be built upon the existing Program in Scientific Computing and Computational Mathematics (SCCM). The goal of merging applied mathematics with an application area will be achieved in a variety of ways: the student will be jointly advised by two people, one with interests in applied mathematics or numerical analysis, and a second with interest in a specific scientific or engineering discipline; after passing written qualifying exams in applied mathematics and numerical analysis, the student will be integrated into the laboratory of the external input to, as well as evaluation of, the interdisciplinary training can be achieved. The technical area around which the program is organized is that of constitutive modelling for complicated nonlinear phenomena arising in science and engineering. In particular the areas of turbulence modelling, non-Newtonian fluids (such as polymers), the biomechanics of growth, and computational chemistry form the primary areas of application. This activity is being funded by the following programs: New Technologies (CISE), Office of Multdisciplinary Activities (OMA), MPS,and the Division of Mathematical Sciences.