Abstract

Here there are represented the definitions of the conceptions paradox and antinomy and also some accompanying conceptions. The well-known paradox of liar, which had not its solution during many centuries, is considered. Antinomies of Kant I and Ushinsky K are analyzed. Briefly the consequences of the Goedel theorem, paradoxes of quantum mechanics and some Bible antinomies are formulated. In conclusion there are discussed the significance and use of paradoxes in science and theology.

Highlights

  • From the antiquity the representatives of the rational thinking in philosophy and in science and theology had observed the existence of paradoxes and antinomies in the human thinking as an inevitable reality

  • Advantage of Paradox and Antinomy. These and many other paradoxes can be explained by that, that man is limited and finite unlike to the infinite God, for Whom there are neither paradoxes, nor antinomies, nor contradictions

  • From this statement it follows that paradoxes and antinomies freely originate as the result of the creative thinking of the separate scientists, philosophers and theologians, they at the same time inevitable for the culture of the human thinking and must be considered by thinkers with the necessary responsibility

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Summary

Summary

There are represented the definitions of the conceptions paradox and antinomy and some accompanying conceptions. The well-known paradox of liar, which had not its solution during many centuries, is considered. Antinomies of Kant I and Ushinsky K are analyzed. The consequences of the Goedel theorem, paradoxes of quantum mechanics and some Bible antinomies are formulated. In conclusion there are discussed the significance and use of paradoxes in science and theology

Introduction
Definitions of Paradox and Antinomy
Antinomies of Kant and Ushinsky
Оn the Goedel Theorem
The Biblical Antinomies
Advantage of Paradox and Antinomy
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