In this paper, I will establish a conversation between Rorty and the recent proposal of post-critical pedagogy. The assumption is that through this dialogue some tenets of the latter could find a Rortyan redescription that avoids the risk of ‘metaphysical’ formulations, whereas Rorty’s ideas can increase in their relevance with respect to education thanks to the post-critical perspective. In particular, the conversation will develop by focusing on the shared attitude towards the critical-negative attitude of poststructuralist thought, the significance of the (...) subject-matter in education and an interpretation of pedagogical hermeneutics (a key notion of post-critical pedagogy) through the lens of the Rortyan idea of edification. In the conclusion, by distinguishing two views of hope – an eventist and a transitionalist – it is argued that it is precisely in this theme, which seems to be a privileged meeting ground for Rorty and post-critical pedagogy, that there may lie a major fault line. (shrink)

The word 'paradigm' appears in a number of Cornelia Roux's published works (Roux 1998; 1998a; 2003; 2008; 2009; 2011). This article re-examines her use of 'paradigm' in the light of Thomas Kuhn's (1996) The Structure of Scientific Revolutions. Drawing on recently published work on religion and education (Gearon 2013; 2014), I elaborate why researchers and educators alike require a more rigorous theoretical conceptualisation of the underlying paradigms of contemporary religious education. Outlining how a satisfactory understanding of the paradigms in religious (...) education require an understanding of the epistemological grounds of each, the article presents, by way of demonstration, a critical outline of six such paradigms: the scriptural-theological; the phenomenological; the spiritual-experiential; the philosophical-conceptual; the socio-cultural; and the historical-political. (shrink)

...that is, “Let no-one without knowledge of geometry enter:” the inscription displayed on the entrance to Plato’s Academy reminds us how close the relationships between mathematics1 and philosophy used to be. In this perspective, when we approach the issue of how philosophical inquiry can further maths’ teaching/learning, a sort of archaeological attitude is in order, which delves into the layers of a long history, plumbs the recondite depths of Western thought, and unearths what remains too often concealed either because it (...) is taken for granted or because we have become unable to detect what constitutes the very way in which we think. (shrink)