Diversity Reading List

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.

A source of tension between Philosophers of Mathematics and Mathematicians is the fact that each group feels ignored by the other; daily mathematical practice seems barely affected by the questions the Philosophers are considering. In this talk I will describe an issue that does have an impact on mathematical practice, and a philosophical stance on mathematics that is detectable in the work of practising mathematicians. No doubt controversially, I will call this issue ‘morality’, but the term is not of my coining: there are mathematicians across the world who use the word ‘morally’ to great effect in private, and I propose that there should be a public theory of what they mean by this. The issue arises because proofs, despite being revered as the backbone of mathematical truth, often contribute very little to a mathematician’s understanding. ‘Moral’ considerations, however, contribute a great deal. I will first describe what these ‘moral’ considerations might be, and why mathematicians have appropriated the word ‘morality’ for this notion. However, not all mathematicians are concerned with such notions, and I will give a characterisation of ‘moralist’ mathematics and ‘moralist’ mathematicians, and discuss the development of ‘morality’ in individuals and in mathematics as a whole. Finally, I will propose a theory for standardising or universalising a system of mathematical morality, and discuss how this might help in the development of good mathematics.

A common interpretation of the Zhuangzi holds that the text is skeptical only about propositional knowledge and not practical knowledge. It is argued here that this interpretation is problematic, for two reasons. The first is that there is no motivation for Zhuangzi to criticize propositional knowledge, given some general pre-Qin epistemological assumptions. The second is that Zhuangzi explicitly criticizes a certain kind of practical knowledge. It is then explained how Zhuangzi's skepticism can co-exist with the idea of "great knowledge."