Zagadochnyĭ starik.--T︠S︡iolkovskiĭ v Peterburge.

В прил.: Простые математические модели динамики коллективной деятельности / Л. Е. Попов, М. И. Слободской. Мозг и обучение / Б. И. Вершинин.

The purpose of the study is to reveal the essential content of the digital environment for the provision of medical services. The article discusses various scientific approaches to the formation and development of the digital health care environment. Scientific novelty lies in the substantiation of the definition of a digital environment for the provision of medical services, which will allow developing a scientific and methodological approach to designing a digital ecosystem for the development of the regional economy based on increasing (...) the level of health preservation of citizens. As a result, the strategic directions for the development of the digital environment for the provision of medical services were identified, reflecting the global trends in the development of digital health. (shrink)

In some systems of Legniewskian Ontology were introduced as a toolkit for Husserl's and Meinong's theory of objects. Here such consi- deration is extended to Brentano-Husserl's theory of time. So-called antidiodo- rean logics are used as the foundations of the approach undertaken.

The paper argues that Nikolai Berdyaev’s doctrine of theurgy has remained relevant in today’s cultural-historical context because it highlights a continuing problem in the philosophy of art. The problem is the misunderstanding of the ludic nature of art, its role in the evolution of consciousness and transformation of reality. The author questions the idea that artistic play is deficient compared with religious expression. As a result of this critique, he proposes that the theurgic quest for a radically new form of (...) creativity was misguided and that the true meaning of the aspiration behind it is the need to comprehend culture as a dialectically articulated integral system of the cultural forms that constitute it. (shrink)

In [12] it was shown that the factor semantics based on the notion ofT-F-sequences is a correct model of the ukasiewicz's infinite-valued logics. But we could not consider some important aspects of the structure of this model because of the short size of paper. In this paper we give a more complete study of this problem: A new proof of the completeness of the factor semantic for ukasiewicz's logic using Wajsberg algebras [3] (and not MV-algebras in [1]) and Symmetrical Heyting (...) monoids [7] is proposed. Some consequences of such an approach are investigated. (shrink)