Numbers and meanings. Ideality in the incipient Husserl’s phenomenology
Keywords:
strict science, ideality, pure logic, numbers, meanings, validity.
Abstract
The reflection on numbers and meanings are a good example of how the incipient phenomenology is in the realm of pure logic. The paper states that, due to ambiguities in these early works and in order to draw a reflection that does not tear the philosophical personality of Husserl, the thesis of the ideality be read from the perspective of later works. This paper reconstructs, from initial analysis of the numbers and meanings, the thesis of the ideality Husserl which, in our view, detect the fundamental aspects of phenomenology despite the subsequent abandonment of the eidetic realism.Downloads
Download data is not yet available.
Article download
Crossmark
Published
2017-04-04
How to Cite
Chillón J. M. (2017). Numbers and meanings. Ideality in the incipient Husserl’s phenomenology. Anales del Seminario de Historia de la Filosofía, 34(1), 163-184. https://doi.org/10.5209/ASHF.55657
Issue
Section
Estudios
License
In order to support the global exchange of knowledge, the journal Anales del Seminario de Historia de la Filosofia is allowing unrestricted access to its content as from its publication in this electronic edition, and as such it is an open-access journal. The originals published in this journal are the property of the Complutense University of Madrid and any reproduction thereof in full or in part must cite the source. All content is distributed under a Creative Commons Attribution 4.0 use and distribution licence (CC BY 4.0). This circumstance must be expressly stated in these terms where necessary. You can view the summary and the complete legal text of the licence.
