Education Commons^™

The Influence Of Faculty Mentorship On Graduate Student Development Through The Lens Of Self-Efficacy, Connor Lynn Ferguson

Graduate Theses, Dissertations, and Problem Reports

This exploratory sequential mixed-methods case study explores the relationship between perceived self-efficacy and faculty mentorship with biomedical sciences graduate students. The intent of the study was to understand the extent at which faculty mentorship contributes to self-efficacy development in the population of biomedical sciences doctoral students enrolled at a mid-Atlantic R1 institution. Data collected consisted of a survey assessing perceived self-efficacy and mentoring, interviews and documents. Data analysis explored themes related to the perceived academic and professional development of the students through their responses. The research highlights the significance of the mentor-mentee relationship and influence of the mentor on the …

Theorizing Mathematical Proof As Becoming: A Deleuzio-Guattarian Investigation, Joshua P. Case

Graduate Theses, Dissertations, and Problem Reports

In this dissertation, I utilize the post-structural philosophy of Gilles Deleuze and Félix Guattari as a lens for investigating the proof process. Deleuze and Guattari were both post- structural philosophers who, like many in this tradition, troubled traditional notions related to stable identities, meaning, language, and mathematics. For Deleuze, sense and meaning is not the result of a sterile, transcendent effect or condition that is associated with propositions and states of affairs. Rather, it is the result of a material production that emerges from the world and that has independence from language and the mind. I apply this framework to …

An Exploration Of Misconceptions In Introductory Physics, Christopher Mattthew Wheatley

Graduate Theses, Dissertations, and Problem Reports

The study of student misconceptions about physics concepts has long been an important area of inquiry in physics education research (PER). The research discussed in this dissertation builds upon the developments in PER by exploring the prevalence of consistently held undergraduate student misconceptions in introductory calculus-based physics. This thesis explores the nature of student misconceptions, mistakes, and naive answering patterns in both introductory undergraduate Newtonian mechanics and electromagnetism by applying a network analytic technique called module analysis to student responses to different concept inventories from institutions of various levels of incoming physics preparation. Each study applying these methods also demonstrates …

Reformed-Based Approaches To The Teaching And Learning Of Science, Sahar Vali

Graduate Theses, Dissertations, and Problem Reports

This qualitative practice-based study explores the efficacy of reformed-based science teaching approaches in fostering meaningful student engagement within elementary science classrooms, framed within the science-as-practice paradigm. Utilizing three theoretical frameworks, the Next Generation Science Standards (NGSS) and Ambitious Science Teaching (AST), and the Teacher Noticing, this research investigates how these frameworks influence student engagement in scientific disciplinary practices. The study draws on data from an NSF-funded project on teacher noticing in fifth-grade classrooms in West Virginia. Through a practice-based research approach, the relationship between teachers’ pedagogical practices and student engagement in science and engineering practices as outlined by NGSS and …

A Qualitative Analysis Of Secondary Mathematics Teachers’ Development Toward Teaching Mathematics For Social Justice, Catherine Lynne Manley

Graduate Theses, Dissertations, and Problem Reports

While some might say that mathematics is neutral, free from political and social bias, social justice concerns can be found in the day-to-day actions of teachers in mathematics classrooms. Teaching mathematics for social justice requires teachers to gain knowledge of the world and systems of oppression as well as current efforts to both address systemic issues as well as the fight for those in power to maintain their cultural capital. Mathematics teachers also need to learn the pedagogical practices that support social justice in education and the specific ways in which mathematics content can be used as a tool to …

Knowledge-Gap Survey Instrument, Tim Mceldowney, Jessica Deshler, Lynnette Michaluk

Faculty & Staff Scholarship

This is the main research instrument for the NSF funded BCSER-IID: Undergraduate Knowledge of the Mathematics Graduate School Application Process (Knowledge-GAP) project. Award Abstract # 2126018

https://www.nsf.gov/awardsearch/showAward?AWD_ID=2126018&HistoricalAwards=false

Investigation Of An Implementation Of Mastery Grading Utilizing Revision And Oral Follow-Up Assessment In An Introduction-To-Proof Course, Nurul Wahyuni

Graduate Theses, Dissertations, and Problem Reports

The traditional grading method that utilizes partial credit often falls short of effectively measuring students’ mastery of course material. To address this issue, this study explores the implementation of mastery grading, designed and enacted by the instructor in an introduction-to-proof course. The mastery grading conducted utilized a revision assessment together with an oral follow-up assessment as a mode of reassessing students’ mastery. The objectives of this study were to obtain a thorough narrative of the way the instructor ran the assessment and to evaluate students’ progress throughout the assessment process.

This dissertation is comprised of two distinct studies, both utilizing …

Student Understanding Of The Definite Integral When Solving Calculus Volume Problems, Krista Bresock

Graduate Theses, Dissertations, and Problem Reports

The concept of integration appears in many different scientific fields, and students’ understanding of and ability to use the definite integral in applications is important to success in their STEM (science, technology, engineering, and mathematics) classes. One of the first types of application problems that students encounter is finding the volume of a solid using the definite integral. How students approach these problems and how they use the definite integral to find volumes can have an impact on their future use and understanding of the definite integral.

This study involves a deep and thorough investigation of how ten students understand …

Exploring How Children Use Their Everyday Thinking To Construct Scientific Explanations Of The Natural World, Ashley Nicole Kooken

Graduate Theses, Dissertations, and Problem Reports

The purpose of this qualitative grounded theory study was to describe and explain children’s thinking present in multiple related contexts surrounding a single Earth Space disciplinary core idea in order to provide insight on whether and how children’s everyday thinking forms the basis for learning in science classrooms. As most previous work on children’s thinking focuses more on what ideas and thinking are present within specific science learning contexts, there is a knowledge gap as to how children’s everyday ideas across multiple contexts provide the basis from which they construct a deeper conceptual understanding about scientific phenomenon in the world …

Learning Mathematics While Black In Rural Appalachia: Black Students' Counterstories And Freedom Dreams About Mathematics Education, Sean P. Freeland

Graduate Theses, Dissertations, and Problem Reports

This dissertation aims to illuminate and uncover the experiences of Black students’ learning mathematics in rural Appalachia and specifically West Virginia. The focal theory for this study is Critical Race Theory (CRT) which centers the experience of Black students and their voices. The intersection of race, mathematics education, and the context of rural Appalachia contribute to the analysis of these experiences in specific ways. Participants for this study included six Black high school students from various communities throughout West Virginia. Through interviews and mathematical autobiographies, these students shared their experiences learning mathematics across their schooling experiences and also considering their …

Analyzing Applied Calculus Student Understanding Of Definite Integrals In Real-Life Applications, Cody Hood

Graduate Theses, Dissertations, and Problem Reports

An individual’s knowledge of definite integrals can range from rote memorization to a strong foundational connection harkening back to its Riemann sum limit definition. In my research, I conducted seven task-based face-to-face interviews with Applied Calculus students. Through the use of real-life examples and guided reinvention, I analyzed ways in which these students, who all initially demonstrated rote memorization, could exhibit a Riemann sum based level of comprehension. This research was conducted in the confines of a student population with definite integral experience, but no formal instruction on limits. My results show that the lack of computational emphasis in class …

Perceptions And Instructional Practices Used By West Virginian Secondary Agricultural Teachers In Meat Science Education, Kindra D. Carr

Graduate Theses, Dissertations, and Problem Reports

A focus on classroom integration of science, technology, engineering, and math (STEM) concepts has resulted in secondary teachers broadening the scope and delivery of STEM principles in their classes. Because agriculture classes allow students to convert abstract ideas into concrete ideas, they provide a useful setting to teach STEM concepts. Using secondary agricultural classes to teach science is effective and has contributed to higher standardized science test scores, as opposed to a science class alone. West Virginia is known for meat processing facilities and meat technology learning activities in its public schools. However, little is known about how the content …

Teaching With Digital 3d Models Of Minerals And Rocks, Graham Dm Andrews, Gabrielle Labishak, Sarah Brown, Shelby L. Isom, Holly Danielle Pettus, Trevor Byers

Faculty & Staff Scholarship

The disruption to geoscience curricula due to the COVID-19 pandemic highlights the difficulty of making mineral and rock samples accessible to students online rather than through traditional lab classes. In spring 2020, our community had to adapt rapidly to remote instruction; this transition amplified existing disparities in access to geoscience education but can be a catalyst to increase accessibility and flexibility in instruction permanently. Fortunately, a rich collection of 3D mineral and rock samples is being generated by a community of digital modelers (e.g., Perkins et al., 2019).

A Qualitative Case Study Research Investigation Of Youth Outcomes During An Appalachian Water-Quality Citizen Science Program, Jessica Kaplan

Graduate Theses, Dissertations, and Problem Reports

Citizen science has grown in the past decades to not only include everyday people in research, but also varying levels of engagement with diverse opportunities for participant learning and growth. However, few studies reflect the actual learning outcomes of educational citizen science specifically in youth. This single case study research study focuses on assessing learning and other outcomes of an environmental education, collaborative citizen science program with youth in Morgantown, West Virginia. In this study, a water quality monitoring citizen science program focused on Deckers Creek in Morgantown, WV was adapted for a high school afterschool club. Potential outcomes of …

Identifying Structure In Introductory Topology: Diagrams, Examples, And Gestures, Keith N. Gallagher

Graduate Theses, Dissertations, and Problem Reports

Despite the prevalence of research in calculus, linear algebra, abstract algebra, and analysis in undergraduate mathematics, the teaching and learning of general topology is a largely unexplored area of research. Although enrollment in courses like linear algebra is often higher than that of topology, the study of students’ learning and understanding of topology is of great significance to the Research in Undergraduate Mathematics Education (RUME) community. Courses in topology present many students with their first experience in axiomatic reasoning and explicit interactions with mathematical structure, itself.

I present a thorough case study of Stacey, an undergraduate taking a first course …

Making Space For Writing: Makerspace Activities And Academic Language In A Middle School Science Classroom, Ashley Stewart

Graduate Theses, Dissertations, and Problem Reports

Over recent decades, the maker movement has expanded from the private sector, libraries, and higher education institutions to K-12 schools. While many studies provide implications of STEM and maker activities and their effects on learning in informal settings, few have framed such investigations within the context of a makerspace in K-12 schools. Furthermore, few have investigated maker activities and writing, particularly in developing academic language features. Prior research suggests that secondary students struggle to apply academic language features. Meanwhile, they are motivated to engage in STEM and maker activities. This mixed methods case study attempted to make a connection between …

Using Machine Learning And Traditional Statistics To Explore Retention And Knowledge Structure In Stem With An Emphasis On Physics, Cabot Alexander Zabriskie

Graduate Theses, Dissertations, and Problem Reports

Retention of Science, Technology, Engineering, and Mathematics (STEM) students is a serious problem as STEM graduation rates continue to lag the growing demand for the skills taught by these degree programs. Critical to fixing this “leaky pipeline” is investment in improving retention in the first two years of college study and increasing and maintaining the interest of K-12 students in STEM. This thesis will address this in three parts. The first is through evaluation of conceptual tests used to evaluate course improvements to determine the structure student knowledge measured by them. The second part uses machine learning to construct early …

Gender Fairness Within The Force Concept Inventory, Adrienne Traxler, Rachel Henderson, John Stewart, Gay Stewart, Alexis Papak, Rebecca Lindell

Faculty & Staff Scholarship

Research on the test structure of the Force Concept Inventory (FCI) has largely ignored gender, and research on FCI gender effects (often reported as “gender gaps”) has seldom interrogated the structure of the test. These rarely crossed streams of research leave open the possibility that the FCI may not be structurally valid across genders, particularly since many reported results come from calculus-based courses where 75% or more of the students are men. We examine the FCI considering both psychometrics and gender disaggregation (while acknowledging this as a binary simplification), and find several problematic questions whose removal decreases the apparent gender …

Which Accelerates Faster A Falling Ball Or A Porsche?, James D. Rall, Wathiq Abdul-Razzaq

Faculty & Staff Scholarship

An introductory physics experiment has been developed to address the issues seen in conventional physics lab classes including assumption verification, technological dependencies, and real world motivation for the experiment. The experiment has little technology dependence and compares the acceleration due to gravity by using position versus time graphs and the kinematic equation. The students are then asked to compare the acceleration they found to the one of a Porsche car which they seem surprised when they learn about it. This experiment may contribute significantly to the understanding of the concept of acceleration and the appreciation for the force of gravity.