V.V. Rozanov belongs to the older generation of the "new religious consciousness" in Russia. He was born in 1856 in Vetluga, Kostromskaia province, to the family of a collegiate assessor. Rozanov passed his early childhood in Kostroma, and his secondary-school years in Kostroma, Simbirsk, and Nizhnii Novgorod. In secondary school he was attracted by positivism and revolutionary and democratic writings, especially those of V.G. Belinskii. In 1878 he entered the History and Philological Department of Moscow University, completing it with a (...) diploma of teacher of history and geography. He then left to take teaching posts in the provinces. (shrink)
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)
Hana man ŭi sŏnt'aek, ch'ŏrhakchŏk chajŏn -- Samul ŭi ŏnŏ, silchonjŏk chajŏn -- Na ŭi kil, na ŭi sam -- Tŏburŏ sanŭn sam ŭi silch'ŏn, int'ŏbyu -- Pak I-mun, saengae wa hŭnjŏk.
February 18, 1994, marks the seventieth anniversary of the birth of Eval'd Vasil'evich Il'enkov. In this article, I would like to undertake a dual task: on the one hand, to trace out the general logic of Il'enkov's theoretical works; and on the other, to sketch a portrait of his personality . I would like to show that Il'enkov the man and Il'enkov the thinker are inseparable.
As it happened, I became acquainted with E.V. Il'enkov quite late, in the mid- or even the late 1960s. It was only a bit more than ten years before his death that I began to feel at home in his house, was able to visit without calling ahead, and was able to call him by his first name and the familiar "you"—that is, like many, many of not only his true friends but also like-minded thinkers, who became his close acquaintances, (...) most of whom justly considered themselves his pupils … The door would open wide, and Olia, Professor K.I. Salimova, Eval'd's wife and most devoted friend, not at all surprised by the unexpected guest and seemingly even quite happy at his arrival , would try first to draw him into the kitchen and feed him … which she more often than not succeeded in doing. I am not talking about myself: there were always many guests, and this is precisely how they arrived at the Il'enkovs' apartment. Recently, a critic in Literaturnaia gazeta recalled those whom he met in Eval'd's apartment in the 1960s: "This was a tight circle of like-minded thinkers," wrote the critic. "But some of them are no longer with us, while most are far away, beyond our borders." Obviously, he had not been in the house often or had forgotten things over the distance of years. There was no "circle," nor could there have been one—not with this host, not with his lifestyle and way of relating to people. I met a good hundred fine and various people in Eval'd's home: I.N. Korzhavin, V. Davydov, A. Meshcheriakov, S. Vinogradova, N. Dubinin, V. Zinchenko, A. Zinov'ev, Iu. Kamiakin, and … indeed, five pages would not be enough to list the quite famous and the not-quite-so-famous, simply ordinary people with no claim to fame. Nazym Khikmet, A.N. Leont'ev, and B.M. Kedrov were friends of the house … Ever new faces, figures, and words come to mind. I cannot forgive myself: once Eval'd Vasil'evich wanted to take me along to Iurii Liubimov's to read his play Neither God nor Tsar nor Hero … [Ni bog, ni tsar' i ni geroi], but I had some other business, something so important that I do not even remember now what it was, and it is probably not worth remembering. But most likely I was too timid to appear uninvited at the house of a person burning with creativity. The same thing happened with Galich … Eval'd liked especially his song about Zoshchenko. He did not sing it; he narrated it, but in such a way that tears always came to one's eyes. (shrink)
Pain sensation in autism spectrum disorder has been a growing research field in the last two decades. Existing pain research has focused on pain sensitivity, suggesting either hyposensitivity or hypersensitivity to pain in individuals with ASD. However, research about other aspects of pain experience is scarce. Moreover, most pain-related research in ASD focused on quantitative measures, such as neuroimaging or parental reports. Instead, this paper aimed to illuminate the various aspects of pain experience as perceived by adults with ASD. Its (...) descriptive qualitative research design incorporated semi-structured interviews and deductive thematic analysis. This phenomenological approach captured the subjective pain experience through the lens of people with ASD. Four primary themes emerged from the data: physical pain experience, including the sequence of pain sensitivity, pain awareness, pain-related emotional aspects, and pain communication; direct and indirect coping strategies; function and participation outcomes; and suggestions for Healthcare Providers. The findings echo the crucial role of pain awareness and communication in the pain experience of people with ASD. These two factors have been reported as profoundly influencing coping strategies, function, and participation. The results emphasize the need to expand the exploration of pain in this population, calling for greater understanding, and listening to this population’s unique pain profiles and experiences to promote better-suited evaluation, diagnosis, and intervention in pain conditions. (shrink)
The author describes briefly the activities of different ethical centres and gives a survey of the principle directions of ethical research in Romania. These include primarily normative problems, the theoretical problems and translations of classical ethical works. The recent publication of a project for a code of socialist morality gives evidence of the advance and significance of ethical research in Romania.
The present first part about the eventual completeness of mathematics (called “Hilbert mathematics”) is concentrated on the Gödel incompleteness (1931) statement: if it is an axiom rather than a theorem inferable from the axioms of (Peano) arithmetic, (ZFC) set theory, and propositional logic, this would pioneer the pathway to Hilbert mathematics. One of the main arguments that it is an axiom consists in the direct contradiction of the axiom of induction in arithmetic and the axiom of infinity in set theory. (...) Thus, the pair of arithmetic and set are to be similar to Euclidean and non-Euclidean geometries distinguishably only by the Fifth postulate now, i.e. after replacing it and its negation correspondingly by the axiom of finiteness (induction) versus that of finiteness being idempotent negations to each other. Indeed, the axiom of choice, as far as it is equivalent to the well-ordering “theorem”, transforms any set in a well-ordering either necessarily finite according to the axiom of induction or also optionally infinite according to the axiom of infinity. So, the Gödel incompleteness statement relies on the logical contradiction of the axiom of induction and the axiom of infinity in the final analysis. Nonetheless, both can be considered as two idempotent versions of the same axiom (analogically to the Fifth postulate) and then unified after logicism and its inherent intensionality since the opposition of finiteness and infinity can be only extensional (i.e., relevant to the elements of any set rather than to the set by itself or its characteristic property being a proposition). So, the pathway for interpreting the Gödel incompleteness statement as an axiom and the originating from that assumption for “Hilbert mathematics” accepting its negation is pioneered. A much wider context relevant to realizing the Gödel incompleteness statement as a metamathematical axiom is consistently built step by step. The horizon of Hilbert mathematics is the proper subject in the third part of the paper, and a reinterpretation of Gödel’s papers (1930; 1931) as an apology of logicism as the only consistent foundations of mathematics is the topic of the next second part. (shrink)
