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Husserl's Logical investigations reconsidered

Boston: Kluwer Academic Publishers (2003)

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  1. Husserl’s Foundation of the Formal Sciences in his “Logical Investigations”.Henning Peucker - 2012 - Axiomathes 22 (1):135-146.
    This article is composed of three sections that investigate the epistemological foundations of Husserl’s idea of logic from the Logical Investigations . First, it shows the general structure of this logic. Husserl conceives of logic as a comprehensive, multi-layered theory of possible theories that has its most fundamental level in a doctrine of meaning. This doctrine aims to determine the elementary categories that constitute every possible meaning (meaning-categories). The second section presents the main idea of Husserl’s search for an epistemological (...)
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  • How Does a Dark Room Appear: Husserl’s Illumination of the Breakthrough of Logical Investigations.Juha Himanka - 2006 - Indo-Pacific Journal of Phenomenology 6 (2):1-8.
    Evidence is the very core of Husserlian phenomenology, with the term “evidence” signifying for Husserl the phenomenological perspective on the question of truth. In contrast to the conventional philosophical understanding of “truth” in mainly epistemological terms, Husserl’s notion of “evidence”, as elaborated in his Logical Investigations (1900–1), is more essentially ontological, pointing to the way in which a phenomenon becomes clear to us in its constitution. Husserl’s main point in the Sixth Investigation was that we can “see” how evidence functions (...)
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  • Husserl’s philosophy of mathematics: its origin and relevance. [REVIEW]Guillermo E. Rosado Haddock - 2006 - Husserl Studies 22 (3):193-222.
    This paper offers an exposition of Husserl's mature philosophy of mathematics, expounded for the first time in Logische Untersuchungen and maintained without any essential change throughout the rest of his life. It is shown that Husserl's views on mathematics were strongly influenced by Riemann, and had clear affinities with the much later Bourbaki school.
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