Historical, Philosophical, Political and Law Sciences, Culturology and Study of Art. Issues of Theory and Practice. Tambov: Gramota, 2012. № 12. Part 1. P. 99-104.
Egorychev Il'ya Eduardovich
St. Petersburg State University
Abstract. Ontology is mathematics - that is central, but by far not obvious thesis of Alain Badiou's fundamental work Being and Event. Moreover, there is no place left for event in ontology understood in such a way. Are there enough foundations for such a radical philosophical statement? The author undertakes an attempt to analyze the foundations that allow Badiou identifying ontology with mathematics, describes the limits of such ontology, and also comprehends and supplements the theory of subject developed on the limits of ontology.
Key words and phrases: онтология, субъект, событие, истина, верность, оператор верности, ontology, subject, event, truth, loyalty, operator of loyalty
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References:
Aksiomatika teorii mnozhestv [Elektronnyi resurs]. URL: http://ru.wikipedia.org/wiki/Teoriya_Tsermelo_-_Frenkelya (data obrashcheniya: 09.10.2010).
Bad'yu A. Apostol Pavel. Obosnovanie universalizma. M.: Universitetskaya kniga, 1999. 93 s.
Bad'yu A. Manifest filosofii. SPb.: Machina, 2003. 184 s.
Kantor G. K obosnovaniyu ucheniya o transfinitnykh mnozhestvakh // Kantor G. Trudy po teorii mnozhestv. M.: Nauka, 1985. 429 s.
Badiou A. Being and Event. N. Y.: Continuum, 2007. 526 r.
Badiou A. Logics of Worlds (Being and Event - 2). N. Y.: Continuum, 2009. 617 r.
Kunen K. Set Theory: an Introduction to Independence Proofs. Elsevier, 2006. 313 r.