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Full-Text Articles in Arts and Humanities

Culture And Its Discontents: Versions Of Matthew Arnold From The 1860s To The 1980s, Jarrett Moran Feb 2026

Culture And Its Discontents: Versions Of Matthew Arnold From The 1860s To The 1980s, Jarrett Moran

Dissertations, Theses, and Capstone Projects

Between the 1860s and the 1980s, the concept of culture articulated by Matthew Arnold provided a widespread and persistent language for making claims about who was ready for inclusion in British politics and identity and who was not yet ready or even incapable of being included. Scholarship on Arnoldian culture has often focused on presenting just one version of Arnold, whether as a cultural elitist, a progenitor of literary studies, or proponent of “doing away with classes.” This dissertation instead shows that Arnold’s concept of culture was so pervasive and persistent because he could be appropriated and redefined by people …


The Radical Political Possibilities Of Asexuality And Aromanticism, Kirty Singh Feb 2026

The Radical Political Possibilities Of Asexuality And Aromanticism, Kirty Singh

Dissertations, Theses, and Capstone Projects

This study explores the radical political potential of Asexuality and Aromanticism within queer theory, emphasizing their roles in destabilizing normative constructs of sexuality and romantic relationships. Employing mixed methods, including literature review, digital ethnography of online communities, and analysis of graphic narratives, the research examines how these identities challenge systemic systems such as compulsory sexuality, amatonormativity, and racialized discourses. Findings reveal that Asexual and Aromantic communities utilize flexible definitions and taxonomies to assert their identities, disrupt hegemonic gender and sexual norms, and foster coalitional politics that advocate for systemic change. The study underscores the importance of recognizing Asexuality and Aromanticism …


Fbi National Stolen Art File: Lost Artifacts And Missing Data, Allison N. Arnold Feb 2026

Fbi National Stolen Art File: Lost Artifacts And Missing Data, Allison N. Arnold

Dissertations, Theses, and Capstone Projects

This data exploration project studies the FBI’s National Stolen Art File (NSAF). The NSAF is a repository for information on stolen artistic and cultural objects. By design, the objects in the NSAF should have distinguishing features and some monetary value, with a present minimum of $5,000 USD. As a public awareness tool, the objects in the NSAF should have a reasonable chance of being identified and potentially restituted in the future.

Using object data taken from the NSAF on August 25, 2024, my data exploration work includes a narrative of the data preparation process and a series of data visualizations. …


Youth Development Programs Critical Analysis, Rethinking Real Sustainability Measures. Focus On Middle-Eastern And African Contexts., Rasha As Salem Feb 2026

Youth Development Programs Critical Analysis, Rethinking Real Sustainability Measures. Focus On Middle-Eastern And African Contexts., Rasha As Salem

Theses and Dissertations

Abstract Using a systematic review of 18 research papers, policy documents, and evaluation reports, the study examines youth development programs sustainability through four aspects. First, the review explores how definitions of marginalized youth are applied in Middle East and African contexts. Furthermore, the review focuses on how programmatic suitability is discussed and implemented through the concepts of localization and contextualization. Additionally, the importance of locally grounded evidence as much as rigorous evidence and finally the implementation tactics. The review uses frameworks of ecological systems theory and empowering management approaches to analyze the data. The findings reveal significant variation in how …


Reaching The People: Prosocial Witnessing And The Church, Karl G. D. Bailey Feb 2026

Reaching The People: Prosocial Witnessing And The Church, Karl G. D. Bailey

Faculty Publications

No abstract provided.


Challenges For Today's Church: How To Reach An Increasingly Unchurched Society, Craig Carr, S. Joseph Kidder Feb 2026

Challenges For Today's Church: How To Reach An Increasingly Unchurched Society, Craig Carr, S. Joseph Kidder

Faculty Publications

No abstract provided.


Longevity, Resilience, And Thriving Of Women In Ministry: A Case Study Of Women In Ministry From A United Pentecostal Holiness Church, Eunice Cheryl Feltus Little Feb 2026

Longevity, Resilience, And Thriving Of Women In Ministry: A Case Study Of Women In Ministry From A United Pentecostal Holiness Church, Eunice Cheryl Feltus Little

Electronic Theses and Dissertations

Abstract

The problem of ministry attrition caused by burnout is well documented. Research attributes the impact of burnout on the resilience, longevity, and thriving of ministry workers to role-related stress and adversity. High attrition rates throughout religious organizations and a lag in longevity and resilience contribute to a shortage of ministry workers. Some ministry workers leave the vocation because of stress and burnout, yet others persevere. Despite the possible adverse effects, many men and women find a sense of well-being and joy in ministry work. This qualitative distributive case study focused on those who stayed in ministry and the strategies …


The Marriage Of James And Ellen White, Gerson Cardoso Rodrigues Feb 2026

The Marriage Of James And Ellen White, Gerson Cardoso Rodrigues

Faculty Publications

No abstract provided.


Complexities And Intersectionalities Of Rurality In Our Current Moment: Conversations Offered Through The 2025 Whippoorwill Book Award, Michael J. Young, Erika L. Bass, Erin Schulz, Monica Roe, Jacqueline Yahn Feb 2026

Complexities And Intersectionalities Of Rurality In Our Current Moment: Conversations Offered Through The 2025 Whippoorwill Book Award, Michael J. Young, Erika L. Bass, Erin Schulz, Monica Roe, Jacqueline Yahn

The Rural Educator

The 2025 Whippoorwill Award-winning book and eight honor books offer conversations for navigating the intersectional complexities of rural life in important ways. In this moment when division, marginalization, and erasure continue to impact our national (and global) story, we committed ourselves to selecting books that provide narratives offering a nuanced examination of the complex ways our identities and experiences intersect with rurality. This conversation recognizes that the winner and honor books offer opportunities for celebrating our stories, our struggles, and our unwavering commitment to living our rural lives with authenticity, love, and joy.


Anxiety Gets All The Likes, Saniye Nur Ergan Jan 2026

Anxiety Gets All The Likes, Saniye Nur Ergan

Journal of Humanistic Mathematics

This internet meme (created by me:)) emerges from a simple yet persistent question that underlies much of my work: Why do we continue to treat certain emotions in mathematics as visible, nameable, and research-worthy, while others linger in the background as faint, unarticulated traces?


Being Different Doesn’T Make You Odd, Raffaella Mulas Jan 2026

Being Different Doesn’T Make You Odd, Raffaella Mulas

Journal of Humanistic Mathematics

The number 2 is beautiful and it has many unique properties. It is the only even prime number, and being different from the other prime numbers doesn't make it odd. This is true also for people: being different doesn't make you odd. It makes you beautiful and unique.


Logical Conclusion, Robert Dawson Jan 2026

Logical Conclusion, Robert Dawson

Journal of Humanistic Mathematics

There is a well-known anecdote about Kurt Gödel, just before his citizenship hearing, telling Einstein that the Constitution was logically flawed. This alternate-history story explored the possible ramifications.


Nightmare In The Library, Charles A. Coppin Jan 2026

Nightmare In The Library, Charles A. Coppin

Journal of Humanistic Mathematics

Students of real analysis and calculus find that the completeness property of the real numbers is difficult to understand, especially, its importance. The word numbers denote real numbers throughout this piece. After all, the real numbers are not any less imaginary than the so-called imaginary numbers. Although, sometimes, it does gain some mention in calculus courses, its presence as a topic is a mere will-o’-the-wisp of bygone days when teachers would often reach deep into the big ideas of calculus as a mainstay of their courses. For the sake of cultural literacy and the development of mathematical maturity, we believe …


To Those Who Ask "What's The Name Of Your Book, Again?", Marion D. Cohen Jan 2026

To Those Who Ask "What's The Name Of Your Book, Again?", Marion D. Cohen

Journal of Humanistic Mathematics

No abstract provided.


Yet No Ramanujan, Db Jonas Jan 2026

Yet No Ramanujan, Db Jonas

Journal of Humanistic Mathematics

The poem Yet No Ramanujan conveys the musings of a layman in his garden, obsessed by the way that mundane things, the small experiences of everyday life, suggest the ways in which, as Baudelaire says, "everything is number." This meditation ends with the recognition that the putative stability of a self, a thinking subject, is after all, however complex and unique, like all matter, a kind of oscillation, a complex product of number.


Missing, James S. Huntley Jan 2026

Missing, James S. Huntley

Journal of Humanistic Mathematics

Fifty-five word stories have achieved a certain currency as a reflective format, perhaps especially in medicine. Many of them turn out to be poems. Here is one such story inviting the reader to consider the nature of the absent, of the 'missing', of zero, and the philosophical underpinnings of mathematics.


To The Mysterious Gamma: Euler- Mascheroni Constant, Md Sadikur Rahman Jan 2026

To The Mysterious Gamma: Euler- Mascheroni Constant, Md Sadikur Rahman

Journal of Humanistic Mathematics

No abstract provided.


Poems For A Calculus Class (After Reading Midlife Calculus And At The Dimensional Border), Kevin Farey Jan 2026

Poems For A Calculus Class (After Reading Midlife Calculus And At The Dimensional Border), Kevin Farey

Journal of Humanistic Mathematics

This poetry folder is made up of two short trios. The first begins with “Methods,” a thirteen-line poem by Britt Kaufmann, and continues with two thirteen-line responses to it. The folder’s second half consists of three (non-thirteen-line) responses to a collection of thirteen-line-almost-sonnets by Philip Fried, who had in turn been inspired, during the pandemic, by Edwin Abbot’s Flatland.

Both Kaufmann and Fried are authors of previous JHM poetry folders. Poems from Kaufmann’s book Midlife Calculus appeared in the January 2025 issue and poems from Fried’s series At the Dimensional Border appeared in the July 2024 issue. In addition, …


Plato's God, Vijay Fafat Jan 2026

Plato's God, Vijay Fafat

Journal of Humanistic Mathematics

A poem expressing a thought about recursion in the Platonic Realm, of mathematical archetypes and the dreaming conception of "God"...


The Math Teaching Atlas: Trails, Anchors, And Compass In Action, Ivan Z. Feng Jan 2026

The Math Teaching Atlas: Trails, Anchors, And Compass In Action, Ivan Z. Feng

Journal of Humanistic Mathematics

This paper advocates a shift grounded in mathematical reasoning: teach and write math through explicit routeways rather than narratives, anchor new ideas to familiar concepts on a roadmap, and use motivation and concrete examples as a compass and simulation for discovery.


Reminiscences Of My Past Life As A High School Math Teacher, Wayne Nirode Jan 2026

Reminiscences Of My Past Life As A High School Math Teacher, Wayne Nirode

Journal of Humanistic Mathematics

In this article, I reflect on my twenty years as a high school math teacher. I describe four distinct phases of my career in five-year increments. I aim to make public both what makes teaching high school students rewarding and what makes it difficult. Also, my writing illuminates how indelible the first five years were to my development as a teacher. I hope that this brief memoir helps early-career teachers see past the tumultuous beginnings while also inspiring veteran teachers to reflect on their own careers.


Creating Art With The Generalized Pythagorean Theorem, Ángel Colín Jan 2026

Creating Art With The Generalized Pythagorean Theorem, Ángel Colín

Journal of Humanistic Mathematics

The Pythagorean Theorem and its generalizations have been widely studied. In this article we focus on one particular generalization that asserts that the area of a polygon with one side the hypotenuse of a right triangle is the sum of the areas of similar polygons whose corresponding sides are the other two sides [4]. Using this theorem together with interactive software or simply pencil and paper, we create some visually enticing artwork. This activity, we believe, can contribute positively to geometry teaching at all academic levels.


Partnering With Students To Create A Positive Image Of Mathematics, Manmohan Kaur Jan 2026

Partnering With Students To Create A Positive Image Of Mathematics, Manmohan Kaur

Journal of Humanistic Mathematics

In a 1989 paper, Barbeau states, “Probably no area of human activity is as afflicted as mathematics with a gap between the public perception of its nature and what its practitioners believe it to be.” Decades later, the situation is much the same. With the technical advances in the contemporary world, mathematics affects our day-to-day activities in essential ways such as e-commerce and credit card security. Mathematical problem solving intrinsically requires creative and critical thinking. However, mathematics is often perceived as uninventive, sterile, static, and removed from human needs and culture. This paper describes how mathematicians can own the image …


Why Read The Classics (Of Mathematical Proofs)?, Cosimo Perini Brogi Jan 2026

Why Read The Classics (Of Mathematical Proofs)?, Cosimo Perini Brogi

Journal of Humanistic Mathematics

Inspired by Italo Calvino’s (almost) homonymous writing, this short essay suggests a formal perspective to complement the typical categorisation of classical results in mathematics on aesthetic bases. The traditional proof that √2 is not a rational number provides a simple example of proof mining. When studied through the tools of logic, that proof has also led to designing new systems for formal proving based on cyclic proofs. This example thus supports the central thesis of this essay that reading the classics of mathematical proofs enables us to acquire a taste for mathematical beauty and can open new directions in mathematics …


A Mathematician Expresses Grief, Richard Delaware Jan 2026

A Mathematician Expresses Grief, Richard Delaware

Journal of Humanistic Mathematics

A famous Scottish mathematician of the eighteenth century shares a tragic sorrow.


Making Mathematical Art Via The Harmonic And Perturbed Harmonic Functions, Mehmet Pakdemirli Jan 2026

Making Mathematical Art Via The Harmonic And Perturbed Harmonic Functions, Mehmet Pakdemirli

Journal of Humanistic Mathematics

Starting from the definition of a harmonic function series, we define a new series which we call the perturbed harmonic function series. We explore the relationship of the new series with the Weierstrass and Riemann fractal functions as well as its convergence and differentiability properties. We then illustrate the potential of the harmonic functions in generating complex figures that sometimes resemble natural objects, with explicit numerical examples.


A Note On Modeling Prejudice, Alan Lockard, Edwin Harcourt Jan 2026

A Note On Modeling Prejudice, Alan Lockard, Edwin Harcourt

Journal of Humanistic Mathematics

We model prejudice in the context of an iterated prisoner’s dilemma tournament. Prejudice here is defined as the inability to distinguish amongst members of an identifiable group. We run a computer simulation where agents of one of two groups with defined strategies are randomly matched against each other. The agents either cooperate with or defect against the agent they are matched with. Our focus is on agents who play an unprejudiced version of the Tit-for-Tat strategy (cooperate with any player in the first encounter, and then apply the same strategy [defect or cooperate] that the opposing player played against them …


How Did Cauchy Prove His Integral Theorem? A Historical Reconstruction For Education Research, José Gerardo Piña-Aguirre, Rosa María Farfán Márquez Jan 2026

How Did Cauchy Prove His Integral Theorem? A Historical Reconstruction For Education Research, José Gerardo Piña-Aguirre, Rosa María Farfán Márquez

Journal of Humanistic Mathematics

In his article “Mémoire sur les Intégrales Définies, prises entre des limites imaginaires” of 1825, Cauchy proves that the integral of a complex function f defined on complex numbers is independent of the path of integration if the function f remains finite and continuous along the chosen path. In contemporary literature that analyzes the mathematics of Cauchy, the specific mathematical process that allowed Cauchy to prove this result is not explicitly presented. The purpose of this manuscript is to communicate a symbolic-algebraic derivation that justifies the narrative argument used by Cauchy to support his proof, thus hopefully filling this gap. …


Gold And Silver In Balance: Khayyam’S Mathematical Analysis Of Binary Alloys, Yousef Yassi, Reza Yassi Jan 2026

Gold And Silver In Balance: Khayyam’S Mathematical Analysis Of Binary Alloys, Yousef Yassi, Reza Yassi

Journal of Humanistic Mathematics

The history of titration dates back to Archimedes who established that an object submerged in a liquid displaces an amount of liquid whose weight is equal to the buoyant force acting on the object. Since then, many scientists and engineers have tried to optimize his approach or devise new instruments for titration purposes. Omar Khayyam (1048–1123), in addition to designing a hydro-static balance, developed mathematical approaches for titration of binary alloys, that is, alloys made up of only two elements. Here we explore the different versions of Khayyam’s work on titration given by various sources. We also compare the accuracy …


A Just Balance And The Teaching And Learning Of Mathematics, Marshall Gordon Jan 2026

A Just Balance And The Teaching And Learning Of Mathematics, Marshall Gordon

Journal of Humanistic Mathematics

Society’s response to the question of what is worth sharing and how it best can be provided as conceived by the educational establishment shapes the education of every individual in school. As the classroom experience is a commitment to the future of society, it is good and just for society to support the educational development of each person in order that all can participate productively. In this way a “just balance” is established. In the particular case of educating students in mathematics, however, there is apparently an unjust balance, for despite the considerable time and effort students and teachers in …