ONTOLOGICAL SUBSTANTIATION OF MATHEMATICS: THE CORRELATIVE APPROACH

Bukin Dmitriy Nikolaevich
Candidate of Philosophical Sciences, Doctoral candidate, Department of Philosophy, Volgograd State University
This email address is being protected from spambots. You need JavaScript enabled to view it.


Abstract: The author proves the application of a correlative approach in modern ontology for the study of mathematical bases. It is shown that the being of a mathematical object must be considered as a correlation and the basis of mathematics has the absolute representations reflecting universal requirements to object from the viewpoint of human activity.

Key words: mathematical object, ontological categories, subject, relation, structure.

Attachments:
Download this file (4_Букин.pdf)4_Букин.pdf
URL: http://psst.jvolsu.com/index.php/en/component/attachments/download/320
181 Downloads