This article provides a critical realist (CR) alternative to the standard approaches to Thematic Analysis (TA) in qualitative research, namely the Braun-Clarke approach (reflexivity while coding themes), the Attride-Sterling approach (clustering basic, global and organizing themes), and Boyatzis' approach (clarifying criteria for assessing the absence/presence of themes in the raw material). In the CR traditions, the experiential themes /inferential themes /dispositional themes and the data/codes/themes distinctions have been proposed recently as the methodological device for answering the question “what is the (...) theme”. The aim of this article is threefold. First, I bring to light the inconsistencies of the non-CR approaches to TA, second, I discuss critically the CR approaches to TA and finally I offer a CR-based approach to TA which builds upon them by introducing specific innovations from social network analysis which make abductive and retroductive reasoning a shareable procedure for answering “what is the theme?”. (shrink)

ABSTRACT‘Subjectification', the cornerstone concept of Biesta's philosophy of education, refers to how autonomy should be realized in educational settings and to the fact that explanation is irrelevant to emancipation. In this article a critical realist reading is provided of how Biesta links narrative learning to emancipation and of the shortcomings that spring from this connection. The central thesis of my argument is that truth and values should take center stage in an educational philosophy of emancipation and that these two concepts (...) are left out of Biesta's conception of emancipation. It is suggested that Biesta's philosophy of emancipation has no criteria for distinguishing what is true from what is false and valuable from invaluable. This happens because it cannot adequately address (i) how one passes from ‘is' to ‘ought’ (ii) the ways in which rational thinking could be emancipatory and (iii) the grounds on which emancipatory living is better than non emancipatory living. (shrink)