FORMAL DEDUCTIVE DERIVATION OF EQUIVALENCE OF TRUTH AND BEAUTY IN AN AXIOMATIC SYSTEM OF EPISTEMOLOGY FROM THE ASSUMPTION OF APRIORITY OF KNOWLEDGE (FROM PYTHAGORAS AND PLATO TO J. KEATS, Н. POINCARE, H. WEYL,W. HEISENBERG, AND P. DIRAC)
Vladimir Olegovich Lobovikov
Institute of Philosophy and Law, Ural Branch of Russian Academy of Sciences, 16, Sofya Kovalevskaya st., Yekaterinburg, 620990, Russia
Keywords: априорное, знание, истина, красота, эквивалентность, аксиоматическая система эпистемологии, формальный-дедуктивный-вывод, apriori, knowledge, truth, beauty, equivalence, axiomatic epistemology system, formal deductive inference
Abstract
For the first time in scientific literature on aesthetics and logic, the interconnection of beauty and truth is discussed at the level of artificial language of an axiomatic system of universal philosophical epistemology synthesizing aprioriism and empiricism. Also for the first time, the author constructs and proposes for discussion a formal deductive derivation of logic equivalence of truth and beauty (and that of beauty and provability as well) in an apriori knowledge system.
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