History of Science, Technology, and Medicine Commons^™

Mathematics And Political Ideology: A Historical Argument Against The Cultural Understanding Of Mathematics As An Apolitical Field, And A Journalistic Report On The Impact Of The Trump Administration On American Mathematics In 2026, Philo Judson

Pitzer Senior Theses

The interplay between political ideology and mathematics is a recurring theme throughout the history of the academic field. Mathematics has been used as a tool of empire, while mathematicians have been elevated by states as symbols of national genius for political prestige. Political ideologies have also shaped the field from within, both through the suppression of mathematical thought and the enforcement of mathematical authority. Since 2025, the Trump administration has launched large-scale political attacks on American institutions of higher education, which include lawsuits, discrimination investigations, and the removal of federal funding from certain institutions that don’t adhere to the administration’s …

The History Of Nazi Neuroscience: Tracing Evidence Through Voids, Angela Gushue

Claremont-UC Undergraduate Research Conference on the European Union

During the Holocaust (1933-1945), voids were created by the destruction of ethics, morality, and human life. We can detect this absence because of material traces of the events. My paper applies the theory of relational ontology of absence to a collection of empty jars on display at the Josephinum, a medical history museum in Vienna. The jars once contained human remains of children murdered in the “euthanasia” program at Am Spiegelgrund, a psychiatric clinic in Vienna where 789 were killed during the Nazi era. These victims were not commemorated until the early 2000s, when the specimen jars were emptied and …

Let’S Teach More Accurate And Inclusive History! The Case Of Islamic Contributions To Mathematics And Science, Nuh Aydin

Journal of Humanistic Mathematics

Schools commonly teach a history of mathematics and science that is Eurocentric. This selective version of the history of science, called Classical Narrative by some, is rooted in colonial times and mindset, and has reinforced certain negative opinions about other cultures. It ignores or downplays contributions to mathematics and sciences from non-western civilizations, and falsely attributes many scientific discoveries to European scholars. Medieval Islamic Civilization, which had strong connections to Renaissance Europe, serves as a clear example of how this narrative is distorted. Based on research on primary sources since the middle of the 20th century, we now know that …

A Practical Rule Of Divisibility By 7 In Uqlīdisī’S Kitāb Al-Fuṣūl Fī Al-Ḥisāb Al-Hindī, Müjdat Takıcak, Mertkan Şimşek

Journal of Humanistic Mathematics

There are many known examples of divisibility rules in modern mathematics. However, some of these rules are far from being practical, such as the current divisibility rule by 7. A far more useful method can be found in the work of the tenth-century Islamic mathematician Abū al-Ḥasan al-Uqlīdisī (d. 980), who proposed a divisibility rule for 7 in his treatise Kitāb al-Fuṣūl fī al-Ḥisāb al-Hindī. Compared to modern techniques, Uqlīdisī’s rule is both simpler and more practical. This article (re)introduces this rule, and provides an exposition of the mathematical reasoning that underpins it.

A Song Of Soil And Seeds: The Delicious History Of Tunisian Grain Agriculture And Its Solution To Contemporary Food Scarcity., Ella Schonberger

Scripps Senior Theses

“A Song of Soil and Seeds: The Delicious History of Tunisian Cereal Agriculture and Its Solution to Contemporary Food Scarcity” by Ella Schonberger explores the history of Tunisian grain agriculture as a continuous narrative of adaptation, resilience, and colonial disruption. This thesis traces the historical journey of Tunisian grain agriculture, from its indigenous Amazigh roots through successive waves of Roman, Ottoman, and French agro-colonialism, to the environmental and agricultural pressures of the Green Revolution and today’s climate crisis.

Combining archaeological evidence, historical records, agronomic research, oral interviews, and firsthand culinary experimentation, this paper examines how Tunisia’s heirloom grains—sorghum, millet, and …

Faltered States: The Rise, Fall, And Containment Of Psychedelic Science In The United States, Baxter Brew

CMC Senior Theses

This thesis traces the history of psychedelic science in the United States and its implications for policymaking. In the postwar period, psychedelic researchers were enabled by a unique convergence of optimism in medical science and structural flexibility. But their hope blinded them to the deeper tensions of their field. As institutions grew increasingly rigid and risk-averse, the space for psychedelics began to close. Some scientists responded by fortifying the walls around them, developing socially and professionally acceptable research methods. Others tried to escape these walls entirely. But neither approach could prevent psychedelics from being squeezed out of formal inquiry. Yet …

El Maíz Del Abuelo: Fidel Márquez Sanchez’S Legacy And Mexico’S Historical Maize Agriculture, Lucia Marquez-Uppman

Scripps Senior Theses

The Green Revolution was an era of scientific development in productive agricultural methods and technologies in the mid-twentieth century. High-yielding seed varieties, artificial fertilizers, irrigation infrastructure, pesticides, and herbicides all developed from this period. Texcoco, Mexico was the center of much of the Green Revolution's education and research from the 1940s onward at the Autonomous University of Chapingo, a prestigious agricultural school, with funding from the US-based philanthropic Rockefeller Foundation. Powerful consequences in the globe's agriculture emerged from the Green Revolution, including the production of maize, a staple crop in Mexico, especially for Indigenous and campesino populations. My abuelo, Fidel …

“Regression To The Mean”: The Confluence Of Eugenics And Statistics In The 19th And 20th Centuries, Emrys G. King

Pomona Senior Theses

The work of this thesis is twofold — first, qualitatively characterizing the confluence between the British eugenics and statistics movements in the late 19th and early 20th centuries, and second, quantitatively analyzing the effect of this foundation on pedagogical materials in the growing field of statistics between 1880 and 1970. Towards the first goal, the history of the method of least squares, state statistics, and positive and negative eugenics are outlined, followed by a close reading of the foundational texts authored by Francis Galton and Karl Pearson that introduced linear regression. Towards the latter goal, English-language statistics textbooks published between …

Queer Survival Amidst Hiv/Aids, Covid-19 And Homelessness, Julia Young

Pitzer Senior Theses

The treatment and survival of a society's marginalized peoples reveal the true impacts of a pandemic. An analysis of homeless queer youth during the HIV/AIDS and SARS-CoV-2 crises lays bare the systemic failure of the United States government to provide equitable healthcare.

I compare the HIV/AIDS and COVID-19 pandemics in queer homeless youth to demonstrate the dangers of disease moralization via a sociocultural analyses of disease stigma and responsibility politics. Utilizing syndemic theory I draw on the synergistic relationship between disease and illness to describe the unique challenges queer homeless youth face. A syndemic framework is applied to address common …

“All Of These Political Questions”: Anticommunism, Racism, And The Origin Of The Notices Of The American Mathematical Society, Michael J. Barany

Journal of Humanistic Mathematics

A recent controversy involving the Notices of the American Mathematical Society and questions of politics, racism, and the appropriate role of a professional mathematical organization began with a comparison to events the American Mathematical Society confronted in 1950. A close look at the AMS’s own archives for that period shows that the controversies that vexed the society around 1950 do indeed resonate strongly with those of today, but not in the ways recently suggested. Then, as now, the AMS confronted allegations of political and viewpoint discrimination in universities, the challenges of structural racism in American education and society, and the …

Towards A Critical Understanding Of Deepfakes: Developing A Teaching Module And More, Wentao Guo

Pomona Senior Theses

Recently, computer-generated and computer-altered videos known as deepfakes have raised widespread concerns about the harms they may cause to democratic elections, national security, people’s reputation, and people’s autonomy over their words and actions as represented in videos and other media. How can we build towards a critical understanding of not only deepfakes, but also photos, videos, and the role of many other media objects surrounding us that inform us about the world? In this thesis, wanting to take a historical approach and noting the newness of deepfakes, I first investigate a historical case study regarding a manipulated photo from a …

What Makes A Theory Of Infinitesimals Useful? A View By Klein And Fraenkel, Vladimir Kanovei, Karin Katz, Mikhail Katz, Thomas Mormann

Journal of Humanistic Mathematics

Felix Klein and Abraham Fraenkel each formulated a criterion for a theory of infinitesimals to be successful, in terms of the feasibility of implementation of the Mean Value Theorem. We explore the evolution of the idea over the past century, and the role of Abraham Robinson's framework therein.

Some Comments On Multiple Discovery In Mathematics, Robin W. Whitty

Journal of Humanistic Mathematics

Among perhaps many things common to Kuratowski's Theorem in graph theory, Reidemeister's Theorem in topology, and Cook's Theorem in theoretical computer science is this: all belong to the phenomenon of simultaneous discovery in mathematics. We are interested to know whether this phenomenon, and its close cousin repeated discovery, give rise to meaningful questions regarding causes, trends, categories, etc. With this in view we unearth many more examples, find some tenuous connections and draw some tentative conclusions.

Fire – The Enigma That Continues To Blaze, Sara Kapadia

The Transdisciplinary STEAM+ Journal

How did humans first discover fire? What stories do we pass down to explain the discovery of fire?

Armed Drones: An Age Old Problem Exacerbated By New Technology, Grant H. Frazier

Pomona Senior Theses

The purpose of this thesis is to examine the history behind and the use of militarized drones in modern day conflicts, and to conclude whether the use of these machines, with special attention to the United States, is legal, ethical, and morally defensible. In achieving the aforementioned goals, shortcomings of current policy surrounding drone warfare will be highlighted, acting as the catalyst for a proposal for changes to be made to better suit legal, ethical, and moral considerations. The proposal of a policy to help us work with armed drones is due to the fact that this thesis acknowledges that …

The Symbolic And Mathematical Influence Of Diophantus's Arithmetica, Cyrus Hettle

Journal of Humanistic Mathematics

Though it was written in Greek in a center of ancient Greek learning, Diophantus's Arithmetica is a curious synthesis of Greek, Egyptian, and Mesopotamian mathematics. It was not only one of the first purely number-theoretic and algebraic texts, but the first to use the blend of rhetorical and symbolic exposition known as syncopated mathematics. The text was influential in the development of Arabic algebra and European number theory and notation, and its development of the theory of indeterminate, or Diophantine, equations inspired modern work in both abstract algebra and computer science. We present, in this article, a selection of problems …

The Discipline Of History And The “Modern Consensus In The Historiography Of Mathematics”, Michael N. Fried

Journal of Humanistic Mathematics

Teachers and students of mathematics often view history of mathematics as just mathematics as they know it, but in another form. This view is based on a misunderstanding of the nature of history of mathematics and the kind of knowledge it attempts to acquire. Unfortunately, it can also lead to a deep sense of disappointment with the history of mathematics itself, and, ultimately, a misunderstanding of the historical nature of mathematics. This kind of misunderstanding and the disappointment following from it--both raised to the level of resentment--run through the paper "A Critique of the Modern Consensus in the Historiography of …

A Critique Of The Modern Consensus In The Historiography Of Mathematics, Viktor Blåsjö

Journal of Humanistic Mathematics

The history of mathematics is nowadays practiced primarily by professional historians rather than mathematicians, as was the norm a few decades ago. There is a strong consensus among these historians that the old-fashioned style of history is “obsolete,” and that “the gains in historical understanding are incomparably greater” in the more “historically sensitive” works of today. I maintain that this self-congratulatory attitude is ill-founded, and that the alleged superiority of modern historiographical standards ultimately rests on a dubious redefinition of the purpose of history rather than intrinsic merit.

Hiroshima. At The Intersection Of Sciences, History, And Personal Narratives. A Personal Reflection., Gloria R. Montebruno Saller

The Transdisciplinary STEAM+ Journal

In the city of Hiroshima, Japan, sciences, history, and personal narratives meet. Atomic bomb survivors became the keepers of this town’s history and one of the most tragic chapters in the history of humankind; and as their voices fade to old age and death, there is a sense of urgency to keep their narratives alive. These are my personal reflections.

The Efficacy Of Mathematics Education, Eric Geimer

The Transdisciplinary STEAM+ Journal

Evidence supports the notion that mathematics education in the United States is inadequate. There is also evidence that mathematics education deficiencies extend internationally. The worldwide mathematics education deficit appears large enough that improving student performance in this educational problem area could yield great economic benefit. To improve the efficacy of mathematics education, education’s root problems must first be understood. Often supposed educational root problems are considered and contrasted against potential deficiencies of mathematics methodologies and curricula that are based on mainstream educational philosophies. The educational philosophies utilized to form early-grade mathematics methodologies and related curricula are judged to be the …

Benjamin Banneker's Original Handwritten Document: Observations And Study Of The Cicada, Janet E. Barber, Asamoah Nkwanta

Journal of Humanistic Mathematics

Benjamin Banneker, farmer, mathematician, astronomer, and scientist, is known for his mathematical puzzles, ephemeris calculations, almanacs, his wooden clock, land surveying work, and famous letter on human rights. However, as a naturalist, his scientific and systematic observations of the cicadas are less known. In this paper we publicize Banneker’s naturalistic study of the seventeen-year periodic cycle of the cicada and make available the original handwritten document of his observations. We also introduce the audience of this journal to an intriguing natural problem involving prime numbers.

Shots, Everybody? : British Anti-Smallpox Vaccination And The Development Of Multifaceted Anti-Vaccine Rhetoric On Internet Parenting Forums, Marta B. Bean

Scripps Senior Theses

Vaccination is an important public health measure that can help reduce disease at the population level. Substantial evidence exists that vaccines are safe and effective at reducing the incidence of diseases like pertussis, measles and cervical cancer. However, on Internet parenting forums, parents discuss whether or not vaccination is the right choice for their children. In this thesis, I highlight the historical context of the anti-vaccine movement in mid 19^th century to early 20^th century Victorian Britain in the era of compulsory smallpox vaccination. Vaccination in this time was a very different and more overtly dangerous process, and …

The Secret Weapons Of World War Ii: An Analysis Of Hitler's Chemical Weapons Policy, Reyn Sp Ono

CMC Senior Theses

Very little historical scholarship specifically analyzes or explores the absence of chemical weapons in World War II. This thesis seeks to fill the gaps in the historical narrative by providing insight into the personal and external factors that influenced Hitler’s chemical weapons policy. This thesis also touches upon the wartime violence perpetrated by both the Axis and the Allies, thereby offering a neutral, unbiased historical account. From 1939-1941, Hitler did not deploy chemical weapons because his blitzkrieg of Europe was progressing successfully – chemical warfare was unnecessary. With the failure of Operation Barbarossa from 1942-1943, Armaments Minister Albert Speer oversaw …

Cutting Out Worry: Popularizing Psychosurgery In America, Antonietta Louise Iannaccone

Scripps Senior Theses

We think of the lobotomy as utterly primitive and brutal; we shudder at the idea of it. The archetypal image of creepiness, violence, and unnecessary brutality was expressed in the book and movie One Flew Over the Cuckoo’s Nest. This procedure weighs heavy on America’s conscience but in 1945 the procedure was characterized as being as gentle as ‘cutting through butter’ and the therapeutic effect was described as ‘cutting out worry’. How did the lobotomy gain such widespread acceptance? One part of the answer is that Walter Freeman advocated for it not just among his colleagues, but through the popular …

The Taste Of Mathematics: Caroline Herschel At 31, Laura Long

Journal of Humanistic Mathematics

The poem brings to life how Caroline Herschel (1750-1848) learned mathematics from her brother William as they began to work as professional astronomers.

On Cultural Polymathy: How Visual Thinking, Culture, And Community Create A Platform For Progress, Whitney Dail

The Transdisciplinary STEAM+ Journal

Within the last decade, the commingling of art and science has reached a critical mass. Science has long infused the arts with curiosity for natural phenomena and human behavior. New models for producing knowledge have given rise to interaction and collaboration across the globe, along with a renewed Renaissance.

Teaching The Complex Numbers: What History And Philosophy Of Mathematics Suggest, Emily R. Grosholz

Journal of Humanistic Mathematics

The narrative about the nineteenth century favored by many philosophers of mathematics strongly influenced by either logic or algebra, is that geometric intuition led real and complex analysis astray until Cauchy and Kronecker in one sense and Dedekind in another guided mathematicians out of the labyrinth through the arithmetization of analysis. Yet the use of geometry in most cases in nineteenth century mathematics was not misleading and was often key to important developments. Thus the geometrization of complex numbers was essential to their acceptance and to the development of complex analysis; geometry provided the canonical examples that led to the …

A Definition Of Mathematical Beauty And Its History, Viktor Blåsjö

Journal of Humanistic Mathematics

I define mathematical beauty as cognisability and trace the import of this notion through several episodes from the history of mathematics.

The Fiscal Logic Of Enlightened German Science, Andre Wakefield

Pitzer Faculty Publications and Research

This work is Chapter 14 in Knowledge and its Making in Early Modern Europe: Practices, Objects, and Texts, 1400 –1800, edited by Benjamin Schmidt and Pamela Smith.

The fruits of knowledge—such as books, data, and ideas—tend to generate far more attention than the ways in which knowledge is produced and acquired. Correcting this imbalance, Making Knowledge in Early Modern Europe brings together a wide-ranging yet tightly integrated series of essays that explore how knowledge was obtained and demonstrated in Europe during an intellectually explosive four centuries, when standard methods of inquiry took shape across several fields of intellectual pursuit.

Composed …

Review: Moira R. Rogers, Newtonianism For The Ladies And Other Uneducated Souls: The Popularization Of Science In Leipzig, 1687-1750 (New York, 2003), Andre Wakefield

Pitzer Faculty Publications and Research

Reviewed work: Moira R. Rogers. Newtonianism for the Ladies and Other Uneducated Souls: The Popularization of Science in Leipzig, 1687-1750. New York and Bern: Peter Lang, 2003. xiii + 181 pp. $61.95 (cloth), ISBN 978-0-8204-5029-2.