Abstract

This paper examines Derrida's interpretation of Jean Cavaill s's critique of phenomenology in On Logic and the Theory of Science . Derrida's main claim is that Cavaill s's arguments, especially the argument based on G del's incompleteness theorems, need not lead to a total rejection of Husserl's phenomenology, but only its static version. Genetic phenomenology, on the other hand, not only is not undermined by Cavaill s's critique, but can even serve as a philosophical framework for Cavaill s's own position. I will argue that Derrida's approach to Cavaill s is fruitful, facilitating the exposition of some central Cavaill sian ideas, including the notion of dialectics. Nevertheless, it is important to evaluate Derrida's own arguments against static phenomenology. I undertake such an assessment in the last section of the paper, showing that G del's theorems do not in themselves warrant rejection of static phenomenology. I base this conclusion in part on G del's own understanding of phenomenology as a philosophical basis for mathematics