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SOURCE:    Historical, Philosophical, Political and Law Sciences, Culturology and Study of Art.
Issues of Theory and Practice
. Tambov: Gramota, 2017. № 6. Part 1. P. 51-53.
SCIENTIFIC AREA:    Philosophical Sciences
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Grigor'ev Maksim Igorevich, Grigor'eva Ekaterina Konstantinovna
Nosov Magnitogorsk State Technical University

Abstract. The article discovers common features of binary oppositions and logical structures. By the example of G. Frege’s theory of meaning and J. Huizinga’s theory of game the authors describe binarity of logical structures, including those in game space. The paper identifies common features of logical structures and game oppositions, in particular, necessary existence of units, which do not refer to a certain opposition pole and exclusion of this component. The article concludes on similarity between logical structures and game oppositions and on their mutual tendency to exclude the third component.
Key words and phrases: бинарные оппозиции, логические структуры, внутриигровые оппозиции, теория значения, смысл предложения, binary oppositions, logical structures, intra-game oppositions, theory of meaning, sentence meaning
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