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What's My Math Course Got to Do with Biology?

机译:我的数学课程与生物学有什么关系?

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At United States Military Academy, a unit on biological modeling applications forms the culminating component of the first semester core mathematics course for freshmen. The course emphasizes the use of problem-solving strategies and modeling to solve complex and ill-defined problems. Topic areas include functions and their shapes, data fitting, elementary matrix and vector algebra, difference equations, and an introduction to differential calculus. The course includes many topics covered in a traditional precalculus course and in many ways resembles what other colleges often refer to as a math for liberal arts course. Each biological “application” is designed to be investigated in two class periods along with some out-of-class reading. Within each application, students have the opportunity to see the mathematics they have learned in action. In this article we describe a module that was not only well-received by our students, but, in our opinion, helped our students make connections between science and mathematics while enhancing and reviewing the mathematical skills they had developed during the semester. This module investigates an application of Leslie matrices to address age-structured population problems. The module includes a group activity that gives students a feel for how the Leslie model might be applied in the “real” world.
机译:在美国军事学院,生物模型应用单元是新生第一学期核心数学课程的最终组成部分。该课程强调使用解决问题的策略和建模来解决复杂且不确定的问题。主题领域包括函数及其形状,数据拟合,基本矩阵和矢量代数,差分方程式以及微积分的介绍。该课程包括传统微积分课程中涉及的许多主题,并且在许多方面与其他大学通常称为文科数学的课程相似。每个生物学“应用程序”都设计为在两个上课期间进行调查,并提供一些课外阅读。在每个应用程序中,学生都有机会查看他们在实践中学到的数学。在本文中,我们描述了一个不仅受到学生好评的模块,而且在我们看来,该模块帮助我们的学生在科学与数学之间建立联系,同时增强并审查了他们在本学期开发的数学技能。本模块研究莱斯利矩阵在解决年龄结构人口问题中的应用。该模块包括一个小组活动,使学生了解Leslie模型如何在“真实”世界中应用。

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