Ontologia integralna Andrzeja Chmieleckiego
Abstract
Author: Rogucki Krzysztof
Title: ANDRZEJ CHMIELECKI’S INTEGRAL ONTOLOGY (Ontologia integralna Andrzeja Chmieleckiego)
Source: Filo-Sofija
year: 2006, vol:.6, number: 2006/1, pages:171-206
Keywords: ANDRZEJ CHMIELECKI, INTEGRAL ONTOLOGY, MATERIALISM, TRANSFORMATIONISM
Discipline: PHILOSOPHY
Language: POLISH
Document type: ARTICLE
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Abstract The article analyses of the Andrzej Chmielecki’s system of integral ontology as a solution to the psychological problem – transformationism. From the standpoint of integral ontology Chmielecki confronts the fundamental problems of the theory of cognition, axiology, philosophy of language, philosophy of mind, and anthropology. Chmielecki’s philosophical reflection is inspired by the concepts of Ch. Peirce, M. Scheler, and N. Hartmann. Chmielecki keeps a distance from some philosophical solutions popular in analytic philosophy; however, he takes full advantage of the accomplishments of modern mathematics. The presentation of Chmielecki’s most important ideas is the objective of the article.
Title: ANDRZEJ CHMIELECKI’S INTEGRAL ONTOLOGY (Ontologia integralna Andrzeja Chmieleckiego)
Source: Filo-Sofija
year: 2006, vol:.6, number: 2006/1, pages:171-206
Keywords: ANDRZEJ CHMIELECKI, INTEGRAL ONTOLOGY, MATERIALISM, TRANSFORMATIONISM
Discipline: PHILOSOPHY
Language: POLISH
Document type: ARTICLE
Publication order reference (Primary author’s office address):
E-mail:
Abstract The article analyses of the Andrzej Chmielecki’s system of integral ontology as a solution to the psychological problem – transformationism. From the standpoint of integral ontology Chmielecki confronts the fundamental problems of the theory of cognition, axiology, philosophy of language, philosophy of mind, and anthropology. Chmielecki’s philosophical reflection is inspired by the concepts of Ch. Peirce, M. Scheler, and N. Hartmann. Chmielecki keeps a distance from some philosophical solutions popular in analytic philosophy; however, he takes full advantage of the accomplishments of modern mathematics. The presentation of Chmielecki’s most important ideas is the objective of the article.
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