The Tattvabindu of Vacaspatimisra with the commentary called Tattvavibhavand of Paramesvara II of Payyur Bhattamana. This edition of Vacaspatimisra's Tattvabindu and of its commentary Tattvavibhavana by Paramesvara II is based on (1) a transcript of a manuscript Tattvavibhavana preserved in the Madras Government Oriental Manuscripts Library, and (2) the Benares Edition of the Tattvabindu. Since the commentator has made it a rule to quote the full text by parts before commenting on it. Vacaspatimisra's Tattvabindu is a short and highly difficult (...) text. In his characteristically rhythmic and stately diction, Vacaspatimisra reviews in the Tattvabindu, the vaiyakarana doctrine of Sphota, mainly as expounded by Bhartrhari and Mandanamisra, and amplifies and reaffirms Kumarila's criticism of Sphota doctrine. The elaborate and scholarly introduction, giving a historical sketch of the Mimamsa literature, and the thoroughgoing analysis of the Tattvabindu, in English, which the learned editor has prefixed to his edition of the work. (shrink)

_ Source: _Volume 40, Issue 1, pp 104 - 115 It is intended in this study to present initial reliability and validity data for the Russian adaptation of the Multidimensional Inventory of Religious/Spiritual Well-being, as being related to personality factors and psychopathology. Therefore, the first version of the MI-RSWB-R was applied to a sample of 192 non-clinical subjects, together with the NEO Five Factor Inventory and the Symptom-Check-List. The original six-factor structure of the scale could be replicated for the MI-RSWB-R, (...) which also provides satisfying psychometric properties. In accordance with previous research the RSWB total score was linked to more favorable personality traits such as Extraversion, Openness to Experience, and Agreeableness, which was paralleled by substantial negative correlations with increased psychopathology. Our findings support the reliability and structural validity of the MI-RSWB-R as a standardized instrument for addressing the spiritual dimension in Russian populations. Further research in clinical surroundings is now recommended. (shrink)

Издание представляет результаты исследования малоизученной темы социально-экономических доктрин консерватизма. Оно отражает их развитие от времени выражения их в виде утопий, погруженных в более общие социально-философские и политические учения.

Purpose. The article is aimed to substantiate the view on the phenomenon of laughter as a subject of semiotic analysis, which leads to the following tasks: to reveal the possibilities of semiotics application in the study of laughter nature; to analyze the phenomenon of laughter as a cultural and natural phenomenon, as a sign and as an attribute; to consider the place of laughter in culture, which is understood as a sign system. Theoretical basis. The semiotic approach proceeds from the (...) fact that human lives in the world of signs, all the surrounding reality can be interpreted as a sign system. The basic concept of semiotics is the concept of a sign. The theoretical basis of the article is understanding the culture as a sign-symbolic system. Laughter is considered as a phenomenon ontologically rooted in human culture. At the same time, laughter is on the edge of culture. The research is based on the work of semiotic authors, cultural researchers, and the researchers of laughter. Originality. The originality lies in the application of the semiotic method to the research of laughter phenomenon, consideration of the dialectics of natural and cultural, signedness and non-signedness, manifested in the phenomenon of laughter. Conclusions. Laughter is considered as a psychophysiological phenomenon and as a cultural phenomenon. Laughter acts as an emotional manifestation, a physiological reaction, but socially and culturally mediated. In any case, laughter indicates an emotional or cognitive state of a human. Laughter acts as a process and result of the interpretation of a sign, a reaction to a sign. Laughter is a form and a means of communication. Being a natural phenomenon, in the process of social evolution, laughter acquires signedness, is integrated by culture as a sign system, and, at the same time, maintains a connection with nature. Thus, laughter occupies an ambivalent position between nature and culture. In the phenomenon of laughter, the dual state of human is revealed. In laughter, boundaries are blurred, the unity and opposition of natural and cultural, biological and social, soul and body, thought and feeling, sign and attribute are manifested. (shrink)

The article is devoted to aesthetic nature of the philosophy of dance as a rapidly developing area of studying. The aesthetic issues of choreographies in the cognitive context have not been properly studied. The mathematical component of the classical ballet, which is shown through the internal patterns of the expressiveness of the different types of dance movements in the system of artistic thinking, is analyzed in a wide range of the philosophical problems of art of dancing. The substantial triad of (...) structure of dance is considered at the level of philosophical research. In it, along with static and dynamic forms of dance, the third component, which reflects physicality, related to the ‘sense of movement‘ or the perception of information through body movements is added to the binary structure of dance. (shrink)

The article discusses the various problems of mathematical education of philosophers. Even a negative school experience of practical development of mathematics gives an idea of mathematics as a special item that requires in-depth study to understand it as a whole. Knowledge of mathematics dispassionately verifies readiness to grasp an abstract philosophical reasoning. The true goal of mathematical education of philosophers is not just the acquisition of specific knowledge but first of all the development of thinking or intelligence aimed at cognition (...) which is sometimes called philosophy. In this paper we are trying to answer the question: how and why mathematics is useful for university philosophical education? In particular, speaking about the course of modern mathematics for philosophers it is emphasized that professional philosophers are in a special position – they need modern mathematics as a component of the general methodology of cognition, so not separate details of mathematical techniques but basic mathematical principles are important for them. In the context of understanding mathematics, the mathematical course for philosophers should be based on methodological foundation, where the main role is devoted to the priority philosophical questions, developing mathematical ideas, taking into account the role of the emotional components of modern mathematical education. (shrink)

One is entirely justified in regarding a humanist perception of the world in which we live as a manifestation of the place held in our consciousness by concerns for the fate, needs, and designs of humankind, both as a biological species in its various forms of community and as individual persons.

The article examines the current state of the mathematical education of the students-philosophers that depends on language of the humanitarian mathematics, evidence of its statements and methodological problem of the cognition of the mathematical facts. One of important tasks of philosophy of mathematical education consists in motivation of the need for training mathematics of students-philosophers. The main criterion of the usefulness of mathematics for philosophers is revealed in the ways of justification of its truth and completeness of reasoning of mathematical (...) statements. This reflects the attractiveness of mathematical knowledge for philosophers that is characterized by the fact that the truth is revealed along with a proof in mathematics. One of the main so-called ‘acupuncture points‘ of mathematical education of philosophers, as the author believes, is the language of modern mathematics. In General, the linguistic aspect is very important in modern science. The second ‘acupuncture point‘ of mathematical education of philosophers is the level of evidence claims. Third, according to the author, is responsible for knowledge of mathematical truths, is involved in not only our existence, but also transcendental knowledge. In the context of philosophy of the future of modern civilization, mathematics is indispensable as a necessary element of scientific and philosophical picture of the world. To support the conclusions the author draws a broad philosophical and scientific context. (shrink)

The article is devoted to identifying the value of the phenomenon of aesthetic value and beauty of mathematical knowledge and the beauty of mathematical theory of teaching mathematics. The aesthetic potential of mathematical knowledge allows the use of theater technology in the educational process with the active dialogic interaction between teacher and students. The criteria of beauty in mathematical theories are distinguished: the realization of beauty as the unity of the whole, and in the disclosure of the complex through the (...) elementary; methodological interpretation of the beauty in the community of mathematical structures and optimal information content of the meta-language of mathematics; the practical embodiment of beauty in the formalization of the infinite through the finite. The beauty of mathematics is the force that permeates all the ‘layers of knowledge‘ not along, and across, although the effectiveness of mathematical activity due to aesthetic laws, which do not always lend themselves to unambiguous interpretation. In the article it is stated that, depending on the educational goals of communicative impact on the audience, in fact, ‘mathematical lectures theatricality‘ can have different characteristics, the most important of which are teachers artistry and artistic director’s work of a teacher. This cultural phenomenon that includes the theatrical talent, helps create an atmosphere of cooperation needed in varying degrees of activity for pedagogical interaction. The author believes that such approach, developed on the basis of the Stanislavsky system, allows university professors of mathematics significantly improve mathematical lectures. (shrink)

The optimal design of cables under selfweight and concentrated loads is considered and the maximum feasible span for a given permissible stress is evaluated. All solutions are obtained in a closed analytical form.

Для широкого круга читателей (слушателей, аспирантов, преподавателей) интересующихся данной проблемой.

Following up on a 1989 paper on the subject, this essay revisits the question of ethical expertise in the court room. Informed by recent developments in the use of ethics experts, the authors argue 1) that the adversarial nature of court proceedings challenges the integrity of the ethicist's pedagogical role; 2) that the use of ethics experts as normative authorities remains dubious; 3) that clarification of the State's interest in “protecting the ethical integrity of the medical profession” is urgently required; (...) and 4) that the expertise of the ethicist may be more appropriately used in advising the legislature than in influencing the court. (shrink)

t. 1. Domarksistskai︠a︡ teorii︠a︡ poznanii︠a︡ --t. 2. Sot︠s︡ialʹno-kulturnai︠a︡ priroda poznanii︠a︡.

Издание предназначено для студентов и преподавателей гуманитарных образовательных учреждений, специалистов и практиков в различных областях науки.

Книга предназначена для студентов, преподавателей и научных сотрудников высших учебных заведений, занимающихся вопросами философии.