While I find Huaping Lu-Adler’s excavation of Kant’s long-overlooked linguistic Orientalism both enlightening and thought-provoking, I disagree with her diagnosis of its theoretical and practical relevance. On the one hand, while I agree that Kant’s positionality renders all his writings and teachings presumptively impactful, there is reason to doubt that his peculiar construction of the linguistic Oriental Other had much actual impact on his disciples. On the other hand, while I agree that the Kantian ideal of public reason is inapt (...) for rectifying the linguistic-epistemic injustices of global knowledge production, I disagree on why it is so. In particular, I argue for a shift in theoretical and practical focuses, from linguistic biases and prejudices, to the structural epistemic constraints of linguistic diversity, as well as to other political-structural conditions shaping global knowledge production. (shrink)

There are two popular views regarding the origin of critical thinking: (1) The concept of critical thinking began with Socrates and his Socratic method of questioning. (2) The term ‘critical thinking’ was first introduced by John Dewey in 1910 in his book How We Think. This paper argues that both claims are incorrect. Firstly, critical reflection was a distinguishing characteristic of the Presocratic philosophers, setting them apart from earlier traditions. Therefore, they should be recognized as even earlier pioneers of critical (...) thinking. Secondly, John Dewey not only used the term ‘critical thinking’ before 1910, but there were also other authors who used it before him. The meaning of ‘critical thinking’ at the turn of the twentieth century was shaped by various traditions of linguistic usage, including literary criticism, science and medicine, and Kantian philosophy. (shrink)

Some philosophers hold that mathematics depends on idealising assumptions. While these thinkers typically emphasise the role of idealisation in set theory, Edmund Husserl argues that idealisation is constitutive of the early Greek geometry that is codified by Euclid. This paper takes up Husserl's idea by investigating three major developments of Greek geometry: Thalean analogical idealisation, Hippocratean dynamic idealisation, and Archimedean mechanical idealisation. I argue that these idealisations are not, as Husserl held, primarily a matter of ‘smoothing out’ sensory reality to (...) produce ideal, ‘perfect’ figures. Rather, Greek geometry depends on assuming some falsehoods – equidistance from a source of illumination, a perfectly unwavering hand, or a machine that weights abstract objects – in order to make complex problems tractable. Although these idealisations were rarely discussed explicitly in antiquity, they can be systematically reconstructed from our extant sources. (shrink)