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  1. How “rational” is “rationality”?Daniël F. M. Strauss - 2003 - South African Journal of Philosophy 22 (3):247-266.
    By taking serious a remark once made by Paul Bernays, namely that an account of the nature of rationality should begin with concept-formation, this article sets out to uncover both the restrictive and the expansive boundaries of rationality. In order to do this some implications of the perennial philosophical problem of the “coherence of irreducibles” will be related to the acknowledgement of primitive terms and of their indefinability. Some critical remarks will be articulated in connection with an over-estimation of rationality (...)
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  • The Concept of Number: Multiplicity and Succession between Cardinality and Ordinality.Daniël Fm Strauss - 2006 - South African Journal of Philosophy 25 (1):27-47.
    This article sets out to analyse some of the most basic elements of our number concept - of our awareness of the one and the many in their coherence with multiplicity, succession and equinumerosity. On the basis of the definition given by Cantor and the set theoretical definition of cardinal numbers and ordinal numbers provided by Ebbinghaus, a critical appraisal is given of Frege’s objection that abstraction and noticing (or disregarding) differences between entities do not produce the concept of number. (...)
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