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Added by: Tomasz Zyglewicz, Shannon Brick, Michael GreerPublisher’s Note:
Justice is one of the oldest and most central themes of philosophy, but sometimes we would do well to focus instead on injustice. In epistemology, the very idea that there is a first-order ethical dimension to our epistemic practices — the idea that there is such a thing as epistemic justice — remains obscure until we adjust the philosophical lens so that we see through to the negative space that is epistemic injustice. This book argues that there is a distinctively epistemic genus of injustice, in which someone is wronged specifically in their capacity as a knower, wronged therefore in a capacity essential to human value. The book identifies two forms of epistemic injustice: testimonial injustice and hermeneutical injustice. In doing so, it charts the ethical dimension of two fundamental epistemic practices: gaining knowledge by being told and making sense of our social experiences. As the account unfolds, the book travels through a range of philosophical problems. Thus, the book finds an analysis of social power; an account of prejudicial stereotypes; a characterization of two hybrid intellectual-ethical virtues; a revised account of the State of Nature used in genealogical explanations of the concept of knowledge; a discussion of objectification and ‘silencing’; and a framework for a virtue epistemological account of testimony. The book reveals epistemic injustice as a potent yet largely silent dimension of discrimination, analyses the wrong it perpetrates, and constructs two hybrid ethical-intellectual virtues of epistemic justice which aim to forestall it.Seyedsayamdost, Hamid. On Gender and Philosophical Intuition: Failure of Replication and Other Negative Results2015, Philosophical Psychology 28 (5), 642-673-
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Added by: Tomasz Zyglewicz, Shannon Brick, Michael GreerAbstract:
In their paper titled Gender and Philosophical Intuition, Wesley Buckwalter & Stephen Stich argue that the intuitions of women and men differ significantly on various types of philosophical questions. Furthermore, men’s intuitions, so the authors, are more in line with traditionally accepted solutions of classical problems. This inherent bias, so the argument, is one of the factors that leads more men than women to pursue degrees and careers in philosophy. These findings have received a considerable amount of attention and the paper is to appear in the second edition of Experiment Philosophy edited by Joshua Knobe & Shaun Nichols, which itself is an influential outlet. Given the exposure of these results, we attempted to replicate three of the classes of questions that Buckwalter & Stich review in their paper and for which they report significant differences. We failed to replicate the results using two different sources for data collection (one being identical to the original procedures). Given our results, we do not believe that the outcomes from Buckwalter & Stich (forthcoming) that we examined are robust. That is, men and women do not seem to differ significantly in their intuitive responses to these philosophical scenarios.Comment (from this Blueprint): Hamid Seyedsayamdost presents the results of the replications of three classes of studies invoked by Buckwalter and Stich in support of the claim that philosophical intuitions vary across gender. Most of the studies fail to replicate the original results. Although the paper is rather technical in focus, working through (some parts of) it may help the readers better understand the methodology of x-phi and assess the credibility of results published in x-phi papers.
Beebee, Helen, McCallion, Anne-Marie. In Defence of Different Voices2020, Symposion 7(2), 149-177-
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Added by: Tomasz Zyglewicz, Shannon Brick, Michael GreerAbstract:
Louise Antony draws a now well-known distinction between two explanatory models for researching and addressing the issue of women’s underrepresentation in philosophy – the ‘Different Voices’ (DV) and ‘Perfect Storm’ (PS) models – and argues that, in view of PS’s considerably higher social value, DV should be abandoned. We argue that Antony misunderstands the feminist framework that she takes to underpin DV, and we reconceptualise DV in a way that aligns with a proper understanding of the metaphilosophical framework that underpins it. On the basis of that reconceptualisation – together with the rejection of her claim that DV posits ‘cognitive’ differences between women and men – we argue that Antony’s negative assessment of DV’s social value is mistaken. And, we argue, this conclusion does not depend on endorsing the relevant feminist metaphilosophical framework. Whatever our metaphilosophical commitments, then, we should all agree that DV research should be actively pursued rather than abandoned.Comment (from this Blueprint): Helen Beebee and Anne-Marie McCallion argue that Antony misunderstands the conceptual commitments of the different voices model. Once the confusion is removed, the authors claim, it becomes clear that its pursuit is of positive social value.
Chapman, Robert, Carel, Havi. Neurodiversity, epistemic injustice, and the good human life2022, Journal of Social Philosophy-
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Added by: Simon Fokt, Contributed by: Alan Walter JurgensAbstract:
Autism has typically been framed as inherently harmful and at odds with both subjective happiness and objective flourishing. In recent decades, however, the view of autism as inherently harmful has been challenged by neurodiversity proponents, who draw on social and relational models of disability to reframe the harm autistic people face as arising out of the interaction between being autistic and disabling environments. Here we build on the neurodiversity perspective by arguing that autistic thriving has been rendered both invisible and unthinkable by interlocking forms of testimonial and hermeneutical injustice. On the view we propose, rather than autism being at odds with the possibility of living a good life as such, We argue that our mainstream conceptions of the good life have excluded autistic manifestations of happiness and flourishing. This leads to an epistemic catch-22-like paradoxical situation whereby one can be recognised as autistic or as thriving, but not both. We then propose four ameliorative strategies that support moving towards broader conceptions of the good human life which will allow us to recognise not just autistic, but also other neurodivergent ways, of living a good human life.
Comment: Provides an overview of epistemic injustice faced by neurodivergent individuals both in their daily lives, but also in research done on neurodiversity. Also discusses issues with the medical model of medical and psychiatric diagnoses.
Cooper, Leonie. Joe Corré, Son of Malcolm McLaren and Vivienne Westwood, On Why He’s Burning His £5 Million Punk Collection2016, NME, 18th March 2016-
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Added by: Quentin Pharr and Clotilde TorregrossaAbstract:
This week [18th March 2016], Joe Corré, son of punk provocateurs Malcolm McLaren and Vivienne Westwood proved that rebellion runs in the family. In response to the ongoing Punk London year of events, gigs, films, talks, exhibits, celebrating 40 years of punk – which Joe claims has been endorsed by the Queen – has announced his plans to burn his £5 million collection of punk memorabilia this November 26, on the 40th anniversary of the release of the Sex Pistols’ ‘Anarchy In The UK’. NME visited Joe at his London HQ to find out more.Comment (from this Blueprint): This news item is an interview with Joe Corré, son of British fashion designer Vivienne Westwood and Malcolm McLaren, former manager of the Sex Pistols. In response to the 2016 events celebrating '40 years of Punk' in London, Corré announced he would burn his collection of punk artefacts, estimated to be worth £5 million (he did end up burning it on a barge on the Thames). In this interview, Corré discusses how the punk aesthetic has been appropriated by the very people and institutions that the punk movement was against - the establishment. For Corré, his collection is only worth £5 million because of the mainstream appropriation that punk has undergone - for him these items are worthless, they barely even have sentimental value. But equally, Corré, a very wealthy man himself (he co-founded the lingerie brand Agent Provocateur and sold it to private equity for £60 million), has come under fire for his decision to burn the items rather than give them to charity. As such, this piece is an interesting case study that illustrates the mechanics of class appropriation of fashion as discussed by Crane. But it can also be discussed in reference to the People's History Museum virtual exhibition from week 6, as perhaps Corré's judgement that these items are not worthy of preservation and display is itself clouded by class privilege.
Elan, Priya. Beyoncé and Jay-Z’s Tiffany Advert Criticized by Friends of Basquiat2021, The Guardian, 7th September 2021-
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Added by: Quentin Pharr and Clotilde TorregrossaAbstract:
Close friends of artist Jean-Michel Basquiat have spoken out against the advert from jewellers Tiffany which features Beyoncé and Jay-Z posing in front of one of his paintings saying it was “not really what he was about”. Basquiat’s 1982 work Equals Pi sits behind the couple in the campaign as Beyoncé wears a 128.54-carat yellow diamond, the first black woman to have done so.Comment (from this Blueprint): This news item discusses the controversy surrounding a 2021 advert for the high-end jewelry brand Tiffany, featuring Beyoncé and Jay-Z, and, in the background, a rarely seen painting by Basquiat owned by Tiffany. This controversy serves to illustrate both the disappointment that hooks and others feel in how Basquiat's work has been consumed in a emotionally superficial and Eurocentric manner, as well as how his work has come to be a luxury object to be conspicuously consumed primarily by the elite and used for the sake of propagating such consumption of other luxury items to the elite (in this particular instance, a 128.54-carat yellow diamond previously worn by Audrey Hepburn and Lady Gaga). The aesthetic appreciation of the painting, when used as a prop for elite interests, is under scrutiny - and, equally, whether Basquiat's intentions and what he is trying to express through his work are respected in such use and whether should be. Moreover, many of Basquiat's works are privately owned and are not displayed to the public, only to elites. So, using this ad as a case study, we should note that aspects of specific class and status affiliations and interests can affect how appropriately or inappropriately an aesthetic object is consumed, if at all.
Dutilh Novaes, Catarina. The Dialogical Roots of Deduction: Historical, Cognitive, and Philosophical Perspectives on Reasoning2020, Cambridge University Press.-
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Added by: Fenner Stanley TanswellPublisher’s Note:
This comprehensive account of the concept and practices of deduction is the first to bring together perspectives from philosophy, history, psychology and cognitive science, and mathematical practice. Catarina Dutilh Novaes draws on all of these perspectives to argue for an overarching conceptualization of deduction as a dialogical practice: deduction has dialogical roots, and these dialogical roots are still largely present both in theories and in practices of deduction. Dutilh Novaes' account also highlights the deeply human and in fact social nature of deduction, as embedded in actual human practices; as such, it presents a highly innovative account of deduction. The book will be of interest to a wide range of readers, from advanced students to senior scholars, and from philosophers to mathematicians and cognitive scientists.Comment (from this Blueprint): This book by Dutilh Novaes recently won the coveted Lakatos Award. In it, she develops a dialogical account of deduction, where she argues that deduction is implicitly dialogical. Proofs represent dialogues between Prover, who is aiming to establish the theorem, and Skeptic, who is trying to block the theorem. However, the dialogue is both partially adversarial (the two characters have opposite goals) and partially cooperative: the Skeptic’s objections make sure that the Prover must make their proof clear, convincing, and correct. In this chapter, Dutilh Novaes applies her model to mathematical practice, and looks at the way social features of maths embody the Prover-Skeptic dialogical model.
Steingart, Alma. A Group Theory of Group Theory: Collaborative Mathematics and the ‘Uninvention’ of a 1000-page Proof2012, Social Studies of Science, 42(2): 185-213.-
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Added by: Fenner Stanley TanswellAbstract:
Over a period of more than 30 years, more than 100 mathematicians worked on a project to classify mathematical objects known as finite simple groups. The Classification, when officially declared completed in 1981, ranged between 300 and 500 articles and ran somewhere between 5,000 and 10,000 journal pages. Mathematicians have hailed the project as one of the greatest mathematical achievements of the 20th century, and it surpasses, both in scale and scope, any other mathematical proof of the 20th century. The history of the Classification points to the importance of face-to-face interaction and close teaching relationships in the production and transformation of theoretical knowledge. The techniques and methods that governed much of the work in finite simple group theory circulated via personal, often informal, communication, rather than in published proofs. Consequently, the printed proofs that would constitute the Classification Theorem functioned as a sort of shorthand for and formalization of proofs that had already been established during personal interactions among mathematicians. The proof of the Classification was at once both a material artifact and a crystallization of one community’s shared practices, values, histories, and expertise. However, beginning in the 1980s, the original proof of the Classification faced the threat of ‘uninvention’. The papers that constituted it could still be found scattered throughout the mathematical literature, but no one other than the dwindling community of group theorists would know how to find them or how to piece them together. Faced with this problem, finite group theorists resolved to produce a ‘second-generation proof’ to streamline and centralize the Classification. This project highlights that the proof and the community of finite simple groups theorists who produced it were co-constitutive–one formed and reformed by the other.Comment (from this Blueprint): Steingart is a sociologist who charts the history and sociology of the development of the extremely large and highly collaborative Classification Theorem. She shows that the proof involved a community deciding on shared values, standards of reliability, expertise, and ways of communicating. For example, the community became tolerant of so-called “local errors” so long as these did not put the main result at risk. Furthermore, Steingart discusses how the proof’s text is distributed across a wide number of places and requires expertise to navigate, leaving the proof in danger of uninvention if the experts retire from mathematics.
Martin, Ursula, Pease, Alison. Mathematical Practice, Crowdsourcing, and Social Machines2013, in Intelligent Computer Mathematics. CICM 2013. Lecture Notes in Computer Sciences, Carette, J. et al. (eds.). Springer.-
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Added by: Fenner Stanley TanswellAbstract:
The highest level of mathematics has traditionally been seen as a solitary endeavour, to produce a proof for review and acceptance by research peers. Mathematics is now at a remarkable inflexion point, with new technology radically extending the power and limits of individuals. Crowdsourcing pulls together diverse experts to solve problems; symbolic computation tackles huge routine calculations; and computers check proofs too long and complicated for humans to comprehend. The Study of Mathematical Practice is an emerging interdisciplinary field which draws on philosophy and social science to understand how mathematics is produced. Online mathematical activity provides a novel and rich source of data for empirical investigation of mathematical practice - for example the community question-answering system mathoverflow contains around 40,000 mathematical conversations, and polymath collaborations provide transcripts of the process of discovering proofs. Our preliminary investigations have demonstrated the importance of “soft” aspects such as analogy and creativity, alongside deduction and proof, in the production of mathematics, and have given us new ways to think about the roles of people and machines in creating new mathematical knowledge. We discuss further investigation of these resources and what it might reveal. Crowdsourced mathematical activity is an example of a “social machine”, a new paradigm, identified by Berners-Lee, for viewing a combination of people and computers as a single problem-solving entity, and the subject of major international research endeavours. We outline a future research agenda for mathematics social machines, a combination of people, computers, and mathematical archives to create and apply mathematics, with the potential to change the way people do mathematics, and to transform the reach, pace, and impact of mathematics research.Comment (from this Blueprint): In this paper, Martin and Pease look at how mathematics happens online, emphasising how this embodies the picture of mathematics given by Polya and Lakatos, two central figures in philosophy of mathematical practice. They look at multiple venues of online mathematics, including the polymath projects of collaborative problem-solving, and mathoverflow, which is a question-and-answer forum. By looking at the discussions that take place when people are doing maths online, they argue that you can get rich new kinds of data about the processes of mathematical discovery and understanding. They discuss how online mathematics can become a “social machine”, and how this can open up new ways of doing mathematics.
Francois, Karen, Vandendriessche, Eric. Reassembling Mathematical Practices: a Philosophical-Anthropological Approach2016, Revista Latinoamericana de Etnomatemática Perspectivas Socioculturales de la Educación Matemática, 9(2): 144-167.-
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Added by: Fenner Stanley TanswellAbstract:
In this paper we first explore how Wittgenstein’s philosophy provides a conceptual tools to discuss the possibility of the simultaneous existence of culturally different mathematical practices. We will argue that Wittgenstein’s later work will be a fruitful framework to serve as a philosophical background to investigate ethnomathematics (Wittgenstein 1973). We will give an overview of Wittgenstein’s later work which is referred to by many researchers in the field of ethnomathematics. The central philosophical investigation concerns Wittgenstein’s shift to abandoning the essentialist concept of language and therefore denying the existence of a universal language. Languages—or ‘language games’ as Wittgenstein calls them—are immersed in a form of life, in a cultural or social formation and are embedded in the totality of communal activities. This gives rise to the idea of rationality as an invention or as a construct that emerges in specific local contexts. In the second part of the paper we introduce, analyse and compare the mathematical aspects of two activities known as string figure-making and sand drawing, to illustrate Wittgenstein’s ideas. Based on an ethnomathematical comparative analysis, we will argue that there is evidence of invariant and distinguishing features of a mathematical rationality, as expressed in both string figure-making and sand drawing practices, from one society to another. Finally, we suggest that a philosophical-anthropological approach to mathematical practices may allow us to better understand the interrelations between mathematics and cultures. Philosophical investigations may help the reflection on the possibility of culturally determined ethnomathematics, while an anthropological approach, using ethnographical methods, may afford new materials for the analysis of ethnomathematics and its links to the cultural context. This combined approach will help us to better characterize mathematical practices in both sociological and epistemological terms.Comment (from this Blueprint): Francois and Vandendriessche here present a later Wittgensteinian approach to “ethnomathematics”: mathematics practiced outside of mainstream Western contexts, often focused on indigenous or tribal groups. They focus on two case studies, string-figure making and sand-drawing, in different geographic and cultural contexts, looking at how these practices are mathematical.
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Fricker, Miranda. Epistemic Injustice: The Power and Ethics of Knowing
2007, Oxford: Oxford University Press
Comment (from this Blueprint): In this excerpt, Miranda Fricker introduces the concept of testimonial injustice.