De la doctrina kantiana del esquematismo de los conceptos matemáticos a Filosofía de la aritmética. Una lectura fenomenológica.

A Phenomenological Reading. In this article I will present a working hypothesis that combines Edmund Husserl's and Immanuel Kant's stances on the dimension of the transcendental schema. I will offer a reading that, based on the interpretative proposal of the Argentinian philosopher Martín Arias Albisu, will show how schemata, understood as schema-procedure and schema-product, exhibit a certain similarity to the work that Husserl presented in Philosophy of Arithmetic. In other words, I will describe, on the one hand, how the schema-procedure functions as a representation that encompasses the successive addition that constitutes the unity of one to one, while, on the other hand, the schema-product synthesizes (phenomenologically) empirical multiplicity, i.e., it generates a phenomenal order in accordance with understanding. [ABSTRACT FROM AUTHOR]