Resumen

GUAMANGA, Miguel Hernando. Husserl: ¿Phenomenology of Mathematic?. Eidos [online]. 2021, n.36, pp.170-192.  Epub 14-Mayo-2022. ISSN 1692-8857.  https://doi.org/10.14482/eidos.36.193.01.

Husserl's phenomenology is immersed in a network of regressions and conceptual revisions that hinder the identification of a systemic structure. The characteristic concepts of phenomenology fall short of uniqueness and are not appropriate for some of Husserl's works. Philosophie der Arithmetik illustrates the aforementioned problem. Can this work be classified under the category of phenomenological texts? Is it possible to talk about a phenomenology of mathematic in Husserl? And what would be the point of this? The objectives of the present essay are: first, to analyze the difficulty that Philosophie der Arithmetik has responding to the concerns of the philosophy of mathematics, and second, to propose the possibility of a phenomenology of mathematics, conditioned to conceptual clarification and critical study of the influence of the analytical tradition on the philosophy of mathematics.

Palabras clave : Husserl; phenomenology; psychologism; mathematics; number.

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