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Discrete Zombie Apocalypse: A Mathematical Modeling Course Project 离散僵尸启示录:数学建模课程项目
Q3 Mathematics Pub Date : 2023-03-10 DOI: 10.1080/10511970.2023.2189335
Andrew C. Lee, F. Czerniakowski, Kyle McDermott, Jeremy Reynolds
For undergraduate mathematical modeling courses, a successful semester project can reinforce key learning objectives while enabling creativity and developing critical thinking skills. However, course directors often struggle in developing novel project ideas and balancing the tradeoff between grading burden and project complexity. At the U.S Military Academy, we take an open-ended and discovery-learning approach to the freshman level math modeling project. This article outlines one successful project involving a Zombie Apocalypse scenario along with student responses. To assist the students, we promote flexibility, scaffold the modeling process with in-progress reviews, and train students on how to write concise executive summaries.
对于本科数学建模课程,一个成功的学期项目可以强化关键的学习目标,同时培养创造力和批判性思维技能。然而,课程主任经常在开发新颖的项目想法和平衡评分负担和项目复杂性之间的权衡方面挣扎。在美国军事学院,我们采用开放式和发现学习的方法来完成新生水平的数学建模项目。本文概述了一个涉及僵尸启示录场景的成功项目以及学生的反应。为了帮助学生,我们提高了灵活性,用正在进行的回顾来支撑建模过程,并训练学生如何编写简洁的执行摘要。
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引用次数: 0
The Transpose Begets the Adjugate 转置产生辅助
Q3 Mathematics Pub Date : 2023-03-10 DOI: 10.1080/10511970.2023.2189336
Carl Lutzer
This article presents a simple and natural development of the relationship between the inverse of a nonsingular matrix and the adjugate matrix for use in a first-semester linear algebra class.
本文给出了非奇异矩阵的逆与辅助矩阵之间关系的一个简单而自然的发展,用于第一学期的线性代数课程。
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引用次数: 0
How Can Flipped Learning Continue in a Fully Online Environment? Lessons Learned During the COVID-19 Pandemic 翻转式学习如何在完全在线的环境中继续?2019冠状病毒病大流行期间的经验教训
Q3 Mathematics Pub Date : 2023-02-07 DOI: 10.1080/10511970.2022.2048929
C. Lo
ABSTRACT Teachers and students had an unusual experience in 2020. Due to the outbreak of the COVID-19 pandemic, regular teaching and learning in schools were suspended in many countries. The prolonged school closure presented unprecedented challenges because all teaching and learning activities had to be converted to a fully online format. This article reports on an attempt to sustain flipped learning using real-time online instruction. A flipped lesson on the cross-disciplinary applications of linear systems (i.e., balancing chemical equations) is presented in detail. Student feedback and the lessons learned from the experience are discussed.
2020年,师生们经历了一段不寻常的经历。受新冠肺炎疫情影响,许多国家学校暂停正常教学。学校长期关闭带来了前所未有的挑战,因为所有的教学活动都必须完全转变为在线形式。本文报道了一种利用实时在线教学来维持翻转学习的尝试。一个关于线性系统(即平衡化学方程)的跨学科应用的翻转课被详细介绍。讨论了学生的反馈和从经验中学到的教训。
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引用次数: 4
GLAMS: Graduate Learning Assistants in Mathematical Sciences 数学科学研究生学习助理
Q3 Mathematics Pub Date : 2023-02-01 DOI: 10.1080/10511970.2023.2172751
Joanna G. Jauchen, Hannah Klawa, L. Nguyen, Rebecca R. G., E. Sander, P. Seshaiyer, Cigole Thomas
In the fall of 2020, our department at George Mason University integrated graduate learning assistants (GLAs) into our graduate core courses. GLAs are funded graduate students who assist instructors during class, facilitate active learning preliminary exam problem-solving sessions, hold extra office hours, and serve as peer mentors for beginning graduate students. The GLAMS program was designed to support beginning graduate students as they prepared for their preliminary exams. We describe the program and provide details about how it was implemented. We include preliminary student feedback as well as faculty and GLA reflections. To conclude, we outline our plans for programmatic changes moving forward.
在2020年秋季,我们在乔治梅森大学的部门将研究生学习助理(GLAs)纳入我们的研究生核心课程。gla是资助的研究生,他们在课堂上协助导师,促进主动学习,预备考试解决问题,提供额外的办公时间,并为刚开始的研究生提供同伴导师。GLAMS项目的目的是帮助研究生准备他们的初试。我们描述了这个项目,并提供了它是如何实现的细节。我们包括初步的学生反馈,以及教师和GLA的反思。最后,我们概述了我们未来的计划。
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引用次数: 0
Elementary Statistics Projects Using Covid Data 使用Covid Data的基础统计项目
Q3 Mathematics Pub Date : 2023-01-25 DOI: 10.1080/10511970.2023.2172750
A. Matchett
This article describes five elementary statistics projects involving the Covid-19 data made available to the public in csv files by the Centers for Disease Control and Prevention. The first project examined data available at the beginning of the covid surge in New York City in spring, 2020, and used the correlation coefficient to estimate the total number of deaths that could be expected as the spike ran its course. The second project is an easy one on the concept of excess deaths and on the mechanics of extracting parts of a data file that answer relevant questions. The data is from a spike in deaths in the particularly bad flu surge in the winter of 2017–2018. The third and fourth projects ask the student to fit a logistic growth curve to observed cumulative numbers of deaths in a spike, like the Covid spikes in New York City and Wisconsin and the nationwide 2017–2018 flu spike. The method is a simple linear regression with transformed variables. The fifth project involves hypothesis testing and judging when a Poisson model might be useful. The paper also documents difficulties and adaptations of the sort familiar to all teachers who have taught during the Covid-19 pandemic.
本文介绍了疾病预防控制中心以csv文件形式向公众提供的新冠肺炎数据的五个基本统计项目。第一个项目检查了2020年春季纽约市新冠肺炎疫情爆发之初的可用数据,并使用相关系数来估计疫情爆发过程中可能出现的死亡总人数。第二个项目比较简单,是关于超额死亡的概念和提取数据文件中回答相关问题的部分的机制。这些数据来自2017-2018年冬季特别严重的流感激增期间死亡人数的激增。第三和第四个项目要求学生拟合一个逻辑增长曲线,以观察到的高峰期间的累计死亡人数,比如纽约市和威斯康星州的Covid高峰,以及2017-2018年全国范围内的流感高峰。该方法是一个简单的线性回归与转换变量。第五个项目涉及假设检验和判断泊松模型何时可能有用。该文件还记录了所有在Covid-19大流行期间任教的教师所熟悉的困难和适应情况。
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引用次数: 0
Teaching and Learning of Vertex Coloring Using an Inquiry-Based Approach 探究性顶点着色的教与学
Q3 Mathematics Pub Date : 2023-01-18 DOI: 10.1080/10511970.2023.2170505
Farzad Radmehr, Khaled Tohidinasab, M. Tavakoli
Traditional lecturing is the dominant method of teaching mathematics in undergraduate mathematical courses in many countries, whereas active student-centered approaches such as inquiry-based learning have been shown in some instances to be more effective. Most teaching resources (inquiry-based tasks) available at the tertiary level are related to calculus, linear algebra, and differential equations courses. In this paper, we focus on using an inquiry-based approach to explore the teaching and learning of vertex coloring, a common topic in graph theory and undergraduate discrete mathematical courses. We designed seven inquiry-based tasks related to vertex coloring to teach vertex coloring in an undergraduate graph theory course to students majoring in mathematics. In sharing these tasks, describing students’ engagement with them, and discussing how these tasks were perceived by the students and lecturer, we hope to promote using inquiry-based tasks in undergraduate discrete mathematical courses.
在许多国家,传统的讲授是本科数学课程的主要教学方法,而积极的以学生为中心的方法,如探究性学习,在某些情况下更为有效。大多数高等教育的教学资源(探究式任务)都与微积分、线性代数和微分方程课程有关。在本文中,我们着重于使用探究式的方法来探讨顶点着色的教与学,这是图论和本科离散数学课程中的一个常见话题。我们设计了7个与顶点着色相关的探究式任务,在本科图论课程中对数学专业的学生进行顶点着色教学。通过分享这些任务,描述学生参与其中的情况,并讨论学生和讲师如何看待这些任务,我们希望促进在本科离散数学课程中使用探究式任务。
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引用次数: 0
Overcoming Barriers to Adjunct Engagement: A Community-First Approach to Professional Development 克服辅助参与的障碍:社区优先的专业发展方法
Q3 Mathematics Pub Date : 2023-01-18 DOI: 10.1080/10511970.2023.2167250
Kirk Weller, Anil Venkatesh, E. Militzer
We present a model for professional development of instructional faculty. Though initially conceived for accreditation compliance as a credentialing process for adjunct faculty, this project led to increases in participants’ collaboration on lesson design, investment in curricular decisions, and adoption of active learning methods. In this paper, we identify five barriers that initially impeded these outcomes: Time, Isolation, Connection Between Content and Pedagogy, Change, and Risk-Taking. Through extensive coding of discussion board posts and participant interviews, we show that participants initially encountered these barriers but largely overcame them by the end of the project.
提出了一种教学教师专业发展模式。虽然最初的设想是将认证合规作为兼职教师的资格认证过程,但该项目导致参与者在课程设计、课程决策投资和主动学习方法采用方面的合作增加。在本文中,我们确定了最初阻碍这些结果的五个障碍:时间、隔离、内容与教学法之间的联系、变化和冒险。通过对讨论板帖子和参与者访谈的大量编码,我们发现参与者最初遇到了这些障碍,但在项目结束时大部分都克服了这些障碍。
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引用次数: 0
Topological Explorations on the Fundamental Theorem of Arithmetic 关于算术基本定理的拓扑探索
Q3 Mathematics Pub Date : 2023-01-12 DOI: 10.1080/10511970.2023.2167252
Matthew Phillips, Kayla Robb, B. Shipman
In an interplay between the Fundamental Theorem of Arithmetic and topology, this paper presents material for a capstone seminar that expands on ideas from number theory, analysis, and linear algebra. It is designed to generate an immersive way of learning in which students discover new connections between familiar concepts, create definitions, and investigate non-standard questions. The ideas are arranged as a series of questions for students to explore, with expositions to the instructor on how to guide them in looking for answers. The investigations culminate in a satisfying outcome: that partition topologies are the same as unique factorization topologies, those that satisfy our topological version of the Fundamental Theorem of Arithmetic.
在算术基本定理和拓扑学之间的相互作用中,本文为顶点研讨会提供了扩展数论,分析和线性代数思想的材料。它旨在产生一种身临其境的学习方式,让学生发现熟悉概念之间的新联系,创建定义,并调查非标准问题。这些想法被安排成一系列问题供学生探索,并向教师展示如何引导他们寻找答案。研究最终得到了一个令人满意的结果:划分拓扑与唯一分解拓扑相同,它们满足我们的算术基本定理的拓扑版本。
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引用次数: 0
Virtual Sonia Kovalevsky Day Mathematics Outreach Events for Middle School Girls 虚拟索尼娅·科瓦列夫斯基日中学女生数学拓展活动
Q3 Mathematics Pub Date : 2023-01-10 DOI: 10.1080/10511970.2023.2167249
Andrea Arnold
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引用次数: 0
Building community: One AWM chapter’s tale of programmatic outreach 建立社区:一个AWM章节的程序性推广故事
Q3 Mathematics Pub Date : 2023-01-10 DOI: 10.1080/10511970.2023.2167248
Lyn McQuaid, Vanessa G. Maybruck, Yun Lu
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引用次数: 0
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