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  1. Three Interviews.Miro Brada - manuscript
    To support my Phd theses and results of my grant research in 1999, I asked 1) prominent chemist Antonín Holý, author of substances to treat hepatitis and HIV, about the indivisibility of the art and science (published in Slovak Narodna Obroda and Czech blisty,cz), 2) the distinguished economist William Baumol about the alternative activities (published in Slovak Nove Slovo, Czech Respekt and blisty.cz), 3) Nobel Laureate Clive Granger about the significance of the economics (published in 2004 in Czech weekly Tyden). (...)
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  2. A Brief Introduction to Transcendental Phenomenology and Conceptual Mathematics.Nicholas Lawrence - 2017 - Dissertation,
    By extending Husserl’s own historico-critical study to include the conceptual mathematics of more contemporary times – specifically category theory and its emphatic development since the second half of the 20th century – this paper claims that the delineation between mathematics and philosophy must be completely revisited. It will be contended that Husserl’s phenomenological work was very much influenced by the discoveries and limitations of the formal mathematics being developed at Göttingen during his tenure there and that, subsequently, the rôle he (...)
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  3. The Fate of Mathematical Place: Objectivity and the Theory of Lived-Space From Husserl to Casey.Edward Slowik - 2010 - In Vesselin Petkov (ed.), Space, Time, and Spacetime. Berlin: Springer Verlag. pp. 291-312.
    This essay explores theories of place, or lived-space, as regards the role of objectivity and the problem of relativism. As will be argued, the neglect of mathematics and geometry by the lived-space theorists, which can be traced to the influence of the early phenomenologists, principally the later Husserl and Heidegger, has been a major contributing factor in the relativist dilemma that afflicts the lived-space movement. By incorporating various geometrical concepts within the analysis of place, it is demonstrated that the lived-space (...)
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  4. Husserl et la logique des signes.Denis Fisette - 1999 - Revue de Sémiologie RSSI 20 (1-3):145-185.
    This study seeks to trace the boundaries of the sign in the phenomenological tradition of Edmund Husserl. The approach adopted here is largely historical and has no other ambition that to identify those questions that pertain to the sign and have been of interest for phenomenology. The article is divided in four parts : the first examines an essay from 1890 entitled Semiotik and situates it in the context of the young Husserl's work in the philosophy of mathematics ; the (...)
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  5. R. Schmit, Husserls Philosophie der Mathematik. Platonistische Und Konstruktivistische Momente in Husserls Mathematikbegriff. [REVIEW]B. Smith - 1983 - History and Philosophy of Logic 4 (2):230.
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