different symmetries play a role in understanding the meaning of a sentence. syntacticians have been aware of this issue and have used a variety of symmetries in their analyses. when the arabic syntax became familiar with the aristotelian logic and received some philosophical issues, most of the syntacticians focused upon the arabic symmetry and few attentions were directed towards other symmet...

This paper sustains that reappraising Austrian economics in the light of Aristotelian ideas is not only possible but also fruitful. First, I draw a sketch of the essential features of Austrian economics. Next, I argue about the necessity for a thorough analysis of the notion of freedom, and I analyze Mises’ conception. Next, I expose Aristotle’s social, epistemological and economic thought rela...

Encouraged by authors like Brenda Laurel and Janet Murray, videogame designers have been taking for granted that a high level of agency and immersion are desirable effects. However, I will show that alternative, non-Aristotelian techniques could be used to develop character-driven videogames that enhance critical thinking about ideological issues and social conflicts while keeping the experienc...

We present a simple, two dimensional example of a ”cat” – a body with zero angular momentum that can rotate itself with no external forces. This model is used to explain why this problem is known to be a gauge theory and to illustrate the importance of non-commutative operators. We will also show a comparison between the free-space ”cat” in Newtonian mechanics and the same problem in Aristoteli...

Foreign (especially English) language learning has witnessed growing popularity in Russia over the last decades due to enormous change economic, political, legal, and cultural domains current period. The increasing need for good English speaking writing skills put forward a demand accurate use of lexical items grammatical structures by those who study as foreign (EFL). Lexical accuracy acquires...

Vector logic is a mathematical model of logic in which the truth values are mapped on elements of a vector space. The binary logical functions are performed by rectangular matrices operating on the Kronecker product of their vectorial arguments. The binary operators acting on vectors representing ambiguous (fuzzy) truth values, generate many-valued logics. In this article we show that, within t...

A theoretical model of truly autonomic computing systems (ACS), with infinitely many constraints, is proposed. An argument similar to Turing’s for the unsolvability of the halting problem, which is permitted in classical logic, shows that such systems cannot exist. Turing’s argument fails in the recently proposed non-Aristotelian finitary logic (NAFL), which permits the existence of ACS. NAFL a...