This study explored tacit knowledge based on an expert nurse's practice who cares for stroke patients by using the hermeneutic phenomenological approach. The participant (‘Ms. A’) was a nursing researcher and college faculty member involved in the education of advanced practice nurses; her specialty was stroke rehabilitation nursing. She was asked to describe the meaning and value she gained from her memorable nursing experiences. Four interviews—approximately 1 h each—were conducted, and the associated data were interpreted together with the participant based (...) on the method of interpretive circulation. Notably, the analysis was ended when a fusion of horizons was recognized. The participant recalled her nursing experiences based on six model cases. During the analysis, the following five elements were extracted: [belief in the ability of vulnerable people to survive]; [being together]; [respect for human dignity]; [preparedness to respond to and bear suffering together]; and [theoretical knowledge base approaches true understanding of patient experience]. Further, the nursing model—the Roy Adaptation Model—utilized by Ms. A in the process of recognizing humans as whole beings was deeply interpreted and implemented as a guideline for her implicit advanced practice. Moreover, her deep understanding and utilization of theoretical knowledge base also built the foundation for her implicit advanced practice. In conclusion, Ms. A's tacit knowledge and the elements support the process of tacit knowledge acquisition. Her narratives, hermeneutic attitude as an interpreter, and learning attitude throughout interaction with others will strongly help her knowledge development. We intend to continue the study with multiple participants and explore the structure of tacit knowledge possessed by advanced practitioners. Future endeavours will include the development of a tacit knowledge learning strategy. (shrink)

Background Debates on the use of race in biomedical research have typically overlooked immigrant groups outside of the black-white racial dichotomy. Recent biomedical research on South Asians and cardiovascular disease provides an opportunity to understand how scientists define race and interpret racial health disparities from an underexamined perspective. Purpose To examine how researchers in the Mediators of Atherosclerosis in South Asians Living in America (MASALA) study defined a South Asian population, and then compared health differences between South Asians and other (...) populations. Methods Qualitative content analysis was performed on eleven articles from August 2013 to January 2021 that directly compared the South Asian cohort in MASALA to four other groups. The MASALA study design article was also included in this analysis. Articles were analysed for how South Asians were defined, and for how health differences between South Asians and other populations were studied and discussed. Results Researchers in MASALA were neither clear nor precise in defining South Asians as either an ancestral group or ethnic group. Their studies also prioritised investigating genetic and molecular causes of the cardiovascular health disparity between South Asians and other populations and failed to examine possible social factors. Conclusions These findings reflect a broader trend in biomedical research in which race and racial health disparities are poorly defined and studied, limiting scientists’ understanding of the relationship between race and health. I propose methodologies to help researchers define populations and design studies without relying on biologically reductive assumptions. (shrink)

Orthologic is non-classical logic and has been studied as a part of quantumlogic. OL is based on an ortholattice and is also called minimal quantum logic. Sequent calculus is used as a tool for proof in logic and has been examinedfor several decades. Although there are many studies on sequent calculus forOL, these sequent calculi have some problems. In particular, they do not includeimplication connective and they are mostly incompatible with the cut-eliminationtheorem. In this paper, we introduce new labeled sequent (...) calculus called LGOI, and show that this sequent calculus solve the above problems. It is alreadyknown that OL is decidable. We prove that decidability is preserved when theimplication connective is added to OL. (shrink)

環境生態学、生態心理学、発達心理学、建築計画学、文化人類学、家族社会学、理論社会学に視座する気鋭の研究者たちが、現代の人間経験に切実に含まれる問題群の具体から、他者、行為、物、環境などの諸言説を根底的 に問い直し、来るべき人間科学の構築をめざして、執筆と横断的な討論を重ねた共同論作。.

“How is society possible?” posed by Georg Simmel has been one of the fundamental problems in sociology. Although various attempts have been made to solve it, I conceive that “society” in the problem remains to be articulated. Simmel provides us with two concepts of society—“society as interaction” and “society as unity”—to be distinguished. Some research traditions in sociology have been concerned with the former, others have dealt with the latter. On the other hand, Simmel maintains continuity between them. In this (...) sense, his concept of “society” has “ambiguous” characteristics. It seems to me that in the ambiguous style Simmel had intended to reveal the secret of “society,” but in the end could not have got to it. In my opinion, in order to unveil the secret, it is required that, drawing on Schutzian phenomenologically oriented sociology, sociologists or social scientists make a differentiation between the society which is realized or brought about by partners with no need of an observer, “the social,” and the society which an observer recognizes by use of the concept. In this article, from a Schutzian point of view, I wish to articulate “society” and to indicate four phases of “society.” These investigations lead to a reformulation of the problem of “how is society possible?” and sociology (or the social sciences) which makes possible the deeper understanding of society. (shrink)

In this study, new sequent calculi for a minimal quantum logic ) are discussed that involve an implication. The sequent calculus \ for \ was established by Nishimura, and it is complete with respect to ortho-models. As \ does not contain implications, this study adopts the strict implication and constructs two new sequent calculi \ and \ as the expansions of \. Both \ and \ are complete with respect to the O-models. In this study, the completeness and decidability theorems (...) for these new systems are proven. Furthermore, some details pertaining to new rules and the strict implication are discussed. (shrink)