Visual Automathographies: The Portraits of Émilie du Châtelet
Auto/biography, forthcoming
This paper offers the notion of a visual automathography—the self-construction of a scholarly persona in science and mathematics through portraiture—by analysing key representations of Émilie du Châtelet across her life course. While traditional portraiture offers a static image of its subject, a series of portraits provides an alternative approach to temporality, capturing the evolving negotiation of scholarly authority. Through a close reading of Du Châtelet’s portraits, the paper explores how visual markers such as books, mathematical instruments, and gestural cues encoded her identity as a mathematician, scientist and philosopher within the constraints of aristocratic femininity. Drawing on Peircean semiotics, the paper investigates how these portraits function as layered sign systems, where symbolic, indexical, and iconic elements reinforce her intellectual claims. Ultimately, this study argues that Du Châtelet’s visual automathography extended beyond individual portraits, forming a strategic and dynamic self-representation that continues to shape her legacy in the histories of mathematics, science and philosophy.
Key words: visual automathography, Émilie du Châtelet, portraiture, Peircian semiotics
Dark Horizons: Sofia Kovalevskaya’s Journey Through Academia
Women's History Review, Special Issue on Women's Scholarly Lives, forthcoming
Key words: Sofia Kovalevskaya, women mathematicians, academic correspondences, academic struggles
Abstract
This paper explores Sofia Kovalevskaya’s arduous path to becoming the first woman professor of mathematics in modern Europe. A Russian mathematician (1850–1891), Kovalevskaya earned her doctorate from the University of Göttingen in 1874 under Karl Weierstrass’s private supervision, as the University of Berlin barred women. Yet, it took a decade before she secured her first unsalaried position at Stockholm University in 1884, invited by Gösta Mittag-Leffler, and another five years before attaining tenure in 1889—just after winning the prestigious Bordin Prize. Tracing her protracted struggle for an academic chair, this paper examines her correspondence with Mittag-Leffler from 1880 to early 1891, the year of her untimely death. These letters reveal the daily negotiations, long-term strategies, and entangled demands of research, teaching, and editorial work, alongside the emotional and affective strains of being a widowed single mother in a foreign country. While Kovalevskaya’s achievements are widely celebrated, less attention has been given to her struggles, disillusionments, and despair. Drawing on archival research at the Mittag-Leffler Institute, this study focuses on the shadowed aspects of her career—the ‘dark side of the moon’ in her journey through academia, but it also sheds light on her affirmative take of the world, her poetic spirit and her will to knowledge.
Abstract
Taking Ada Lovelace’s careful orchestration of her own funeral and interment as a point of departure, this paper examines how her memory has been constructed, mediated, and mobilised across time. It introduces the concept of memory machines to trace the layered entanglements of material traces, emotional residues, and institutional practices through which women mathematicians are remembered. Focusing on Lovelace’s meta-archive—understood as a shifting field of documents, silences, and curatorial choices—the paper explores how memory takes shape not only through what is preserved, but through affective attachments and archival infrastructures. Memory machines provide a framework for mapping these operations without reducing them to narrative recovery or linear commemoration. In conclusion, the paper reflects on the broader implications of this approach for the historiography of women in mathematics, suggesting new ways of engaging with archival remains as sites of encounter, interpretation, and imaginative reconstruction.
Key words: Ada Lovelace, assemblages, memory machines, meta-archives, space/time/matter entanglements
European Journal of Life Writing, Vol. 15, 2026, https://doi.org/10.21827/ejlw.15.43079
Key words
automathography; life writing; narrative rhythmanalysis; travel poetry
This paper examines the intellectual and literary work of Wang Zhenyi (1768-1797), mathematician, astronomer, and poet of the Qing dynasty-within the broader landscape of premodern Chinese women's scholarship. Although Wang Zhenyi is occasionally referenced in popular and reference accounts, sustained engagement with her writings remains limited. Situating her work within the rich intellectual cultures of late imperial China, the paper reads Wang Zhenyi's travel poetry as a form of automathography, understood here as a mode of life writing in which mathematical reasoning, poetic form, and embodied experience are co-constituted. Drawing on narrative rhythmanalysis, the paper advances a life writing approach attentive to the temporal, affective, and kinetic rhythms through which thinking unfolds and selves are formed. Movement across landscapes, pauses, repetitions, and returns are analysed as epistemic gestures that bind observation, calculation, and self-formation. By tracing these automathographical rhythms across Wang Zhenyi's poetic itineraries, the paper intervenes in life writing scholarship by extending automathography beyond retrospective autobiographical narratives and demonstrating how mathematical lives can be written across genres, through poetic and paratextual forms. In doing so, it offers a conceptual framework for reading intellectual self-formation as a rhythmic, distributed, and relational process.
Topological Genealogy and Rhythmanalysis in Mary Winston Newson’s Automathography
History of Education Review, 2026, doi: 10.1108/HER-10-2025-0036
Abstract:
This paper develops the concept of topological genealogy to analyse the automathography of Mary Frances Winston Newson (1869–1959), the first American woman to earn a Ph.D. in mathematics from a European university. Drawing on her letters and autobiographical note from Göttingen (1893–96), the study situates her writings within a feminist genealogy that resists linear progress narratives, tracing instead uneven, folded, and discontinuous trajectories. Combining Foucault’s genealogical method with Lefebvre’s rhythmanalysis and Bachelard’s topoanalysis, it reads Newson’s texts as inscriptions of intellectual subjectivity shaped by oscillating rhythms of anticipation and delay, joy and precarity, companionship and solitude. Göttingen emerges as a nodal site where women’s presence was admitted only ausnahmsweise—as exceptions—yet inscribed through letters, friendships, and everyday spaces. By foregrounding topological genealogy, the paper proposes a methodological approach that maps the resonant, fragmented, and contingent terrains through which women mathematicians entered intellectual history.
Keywords
topological genealogy; automathography; rhythmanalysis; topoanalysis; women in mathematics; epistolary writing
Grace Chisolm, Mary Francis Winston , Margaret Malby, the Göttingen girls
© Photographs, 1890-1936. Mary Frances Winston papers, Sophia Smith Collection SSC-MS-00213
Key words: mathematical imagination, poetical science, rhythm, echo, Ada Lovelace, Sofia Kovalevskaya
Abstract
This paper explores the intricate interplay between mathematics, poetry, and imagination through a close reading of writings by two women mathematicians, Ada Lovelace and Sofia Kovalevskaya. Drawing on Romantic conceptions of the poetic, philosophical accounts of imagination and scientific reverie, and rhythmic and echoic conceptions of subjectivity, the paper argues for a poetics of mathematical thought that resists rigid disciplinary separations. It traces how these women's literary work mobilizes imaginative registers-analogy, reverie, rhythm, echo, dream-not as metaphors for mathematics, but as vital forms of mathematical invention and expression. The result is a rethinking of what it means to ‘do’ mathematics poetically, not in spite of abstraction, but through and with it-through the reverberations, returns, and recursive patterns that echo through both mathematical and poetic form.
Life Writing, 22, no 4 (2025): 712-728, https://doi.org/10.1080/14484528.2025.2555622, open access
Abstract
This paper reads Mary Somerville’s Personal Recollections as an archive of automathography, tracing her desire to become a mathematician within the constraints of Victorian auto/biography. It argues that mathematics is both the object of Somerville’s desire and the driving force of her retrospective gaze. While shaped by significant editorial interventions, the memoir mobilizes the conventions of life writing to negotiate gendered discourses of knowledge, authority, and intellectual legitimacy. Somerville’s love for mathematics emerges early in her narrative, then recedes into the background—sustained through selective editorial strategies such as the inclusion of letters, social anecdotes, and accounts of intellectual affiliation—before resurfacing with intensity in the final chapters as a site of longing and loss. By reading the Recollections through an automathographic lens, this paper reveals a dynamic rhythm of presence and absence in the telling of Somerville’s mathematical becoming. In doing so, it argues that her memoir does not merely reflect on a life of mathematical passion; it actively founds and sustains her place within the Republic of Mathematics—a domain historically shaped by masculine affiliation but reimagined here through the intimate logic of automathographical desire.
Key words: Mary Somerville, automathographics, mathematics and desire, gender and science, narrative assemblage, republic of mathematics.
European Journal of Cultural and Political Sociology (2025) 12 (1): 81–98, https://doi.org/10.1162/ecps_a_00005, open access
Abstract
This paper traces a genealogical line of microsociology in the theoretical ideas of Sophie Germain, a 19th-century French mathematician and philosopher. While her contributions to mathematics have been rediscovered and re-evaluated in recent years, her theoretical writings remain largely overlooked. To address this gap, I examine Germain's contributions to the history of ideas, with a particular focus on her reflections on the social, political, and cultural issues of her time. I argue that Germain's ideas should be recognised as part of a genealogical tradition of process-oriented approaches to sociology and social theory. In doing so, I make connections between her work and Gabriel Tarde's microsociology.
Key words: mechanics, microsociology, process, science, transdisciplinarity, women mathematicians
Abstract
In this paper the author considers the educational experiences and ideas of Émilie Du Châtelet and Maria Gaetana Agnesi, two women mathematicians, scientists and philosophers in eighteenth century Europe. By tracing their historical emergence as subjects of scientific knowledge, as well as creators of philosophy and culture, the author argues that we need to revisit the history of women’s science education and deconstruct the image of ‘the exceptional woman’. In doing so the author proposes the notion of the event as a useful theoretical lens through which we can understand women’s historical constitution as mathematicians, philosophers and scientists.
Key words: exceptionality, event, mathematics, science education, women
Abstract
This paper explores the spatio-temporal rhythms in Sofia Kovalevskaya’s literary writings. Renowned as the first woman professor of mathematics in moder Europe, Kovalevskaya made significant scientific contributions but also excelled in literature, producing novels, poetry, and plays. She believed that great mathematicians must possess “the soul of a poet.” Despite the acclaim her literary work received, most research has focused on her mathematical achievements. As a cosmopolitan figure of her era, Kovalevskaya’s life spanned diverse geographies—born in Russia, studying in Germany, living in Paris, and eventually settling in Sweden as a professor at Stockholm University. These spatial and temporal dimensions deeply influenced her literary narratives. This paper employs narrative rhythmanalysis to trace the flows, forces, and energies within her writings, highlighting the interplay of space, time, and matter in literary creation. Far from offering final conclusions, this approach reveals a dynamic process, continually uncovering new insights into Kovalevskaya’s life, works, and worlds.
Keywords: Echo; literary writings; mathematics; narrative rhythmanalysis; spatio/temporal rhythms
Hypatia, A Journal of Feminist Philosophy, 2025, 40 (2): 350-DOI: https://doi.org/10.1017/hyp.2024.45
Key words: feelings, happy ideas, process epistemology, mathematical sciences, transdisciplinarity, women philosophers
Abstract:
In this paper I look at the philosophical work of Sophie Germain, a woman mathematician and philosopher in nineteenth century France. Although forgotten after her death Germain’s contribution to mathematical sciences has been revisited and reappraised in recent years, but with very few notable exceptions, her philosophical work is still in the margins. In addressing this gap in the literature, I revisit Germain’s contribution to the history of ideas, particularly focussing on her contribution to process epistemologies. What I argue is that Germain was a truly transdisciplinary thinker avant la lettre and that her philosophical work should be mapped in the wider field of process philosophies. In doing so I make connections between Sophie Germain and Alfred Whitehead’s philosophy of the organism, particularly focussing on their take on feelings, prehensions, happy ideas and events.
Reading letters of an eighteenth-century femme philosophe: love as an existential and creative force in Émilie Du Châtelet’s correspondence
Abstract
In this article the author considers the letters of Émilie Du Châtelet, an eighteenth-century woman mathematician, philosopher and scientist. The central argument of the paper is that Du Châtelet’s letters leave traces of the process of becoming a femme philosophe, while also throwing light in her involvement in the scientific, philosophical and cultural formations of the early modern period. In this context Du Châtelet’s personal letters carry inscriptions of love as a creative force of life and are tightly intertwined with her ‘laboratory letters’, her correspondence with important mathematicians and scientists of her times. In thus making connections between ‘the personal’ and the ‘scientific’ in Du Châtelet’s correspondence, the paper sketches a feminist critical perspective on a plane of thinking around love as an existential force in its interrelation with mathematics, science and philosophy.
© Maria Tamboukou
Abstract:
In this paper, I follow trails of the auto/biographical turn in the field of gender and science, particularly focusing on women mathematicians’ epistolary narratives. The paper emerges from a wider Leverhulme funded project of writing a feminist genealogy of «automathographies», tracing women mathematicians’ historical emergence as subjects of scientific knowledge, as well as creators of philosophy and culture. What I argue is that letters are important auto/biographical documents in illuminating women’s epistemological and intellectual involvement in the making of scientific knowledge, which included the development of mathematical sciences, but was also expanded in the wider cultural formations of the European modernity. In doing so, I deploy the notion of «epistolary sensibility» as a methodological and epistemological approach to archival research with women mathematicians’ letters.
Key words: archives; automathographies; epistolary sensibility; women mathematicians.
Special Issue on Women’s History of Education and the Archival, Digital, Narrative, Auto/biographical, Affective and Spatial Turns
A Princess of Science? Becoming the first Woman Professor in Mathematics in Modern Europe
Nordic Journal of Educational History , Vol. 11 No. 2 (2024), 57-79.Abstract
In this paper I look at the process of becoming the first Woman Professor in Mathematics in Modern Europe by reading the personal and literary writings of Sofia Kovalevskaya. The paper emerges from a wider Leverhulme funded project of writing a feminist genealogy of “automathographies,” tracing women mathematicians’ historical emergence as subjects of scientific knowledge, as well as creators of philosophy and culture. What I argue is that it is essential to throw light onto the social, cultural, and political practices that some women mathematicians deployed in surpassing the restrictions and limitations of their gendered position and excel in the field of mathematical sciences and beyond. In this light, I initiate a process of intense memory work against a wider background within which women mathematicians’ figure as exceptional, albeit marginalized, and largely unknown subjects, and not as active agents, whose scientific, philosophical and literary work has had a huge impact on the cultural formations of modernity and beyond. By highlighting the importance of memory work, as a way of understanding the lasting effects of the past into the present, I trace new paths in the field of gender and science studies to confront women mathematicians’ marginalization within the archive and beyond.
Keywords: archive, gender science studies, memory work, women mathematicians
History of Education, 2024, Vol. 53, no2, 380-402, open access, https://www.tandfonline.com/doi/full/10.1080/0046760X.2024.2304339
Abstract
In this paper the author looks at processes of becoming a woman philosopher and scientist in eighteenth-century Europe, by focussing on educational experiences, discourses and practices revolving around the Italian mathematician, scientist and philosopher, Maria Gaetana Agnesi. The author uses the Arendtian notion of agonism as a lens through which she reads Agnesi’s manuscripts at the Ambrosiana Biblioteca in Milan, by pointing to the non-discursive affects that these documents emanate. By tracing women mathematicians’ historical emergence as subjects of knowledge, as well as creators of philosophy and culture, the author proposes a reconsideration of the history of women’s science education as an agonistic process that has left traces in various archives of gender and science.Key words
Agonism, archival affects, gender and science, mathematics
Journal of the History of Women Philosophers and Scientists, 2023, Vol.2, 68-88
DOI: https://doi.org/10.1163/2666318X-bja00020
Abstract
In this paper I read diffractively the philosophical writings of Émilie Du Châtelet and Sophie Germain, particularly focusing on their engagement with happiness, both as a theoretical notion and as a lived experience. What I argue is that their take on happiness has nothing to do with the gendered norms and discourses of happiness that they were seen and judged by, in the longue durée of the nineteenth and twentieth centuries. Their happiness was more in line with the joys and pleasures of knowledge, understanding, living, and creating. While feelings are central in both women’s theorization of happiness, they are deployed along different strands in the philosophical history of emotions and affects, and despite their original and unique contribution, they are still absent from it.
Keywords: happiness; feelings; passions; women mathematicians; philosophers and scientists