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• Semiholonomical, holonomical and trivial spaces of affine connection

  In n-dimensional space of affine connection An,n with Cartan’s structure equations Ricci’s and Bianchi’s identities were received. Their invariance has been shown. After prolongation of the structure equations using Laptev’s lemma semiholonomical, holonomical ...

• Social and Economic Space Compression in Border Areas: the Case of the Northwestern Federal District

  The so-called “compression” of social and economic space has been the subject of quite a few studies in the past decades. There are two principle types of compression: communicative, that is, associated with the development of transport and information systems, and physical, manifested in the rapid decrease ...

• On the mathematical modeling of the space of mental images

  This article stresses the need to use a mathematical model of the space of mental images in psychology, medicine, and other sciences. The author identifies the relation between such space and the space-time of physics. The article shows opportunities for structuring the space and introducing different types of metrics ...

• Brothers “in the fifth season of the year, the sixth sense and the fourth dimension”: the space of heaven in the poetical world of M. Tsvetaeva

  The space of heaven in the poetic world of M. Tsvetaeva is considered as a hierarchically and semantically complex space structure. The author identifies the specific features of the heaven spacium levels and describes the three main tiers of heaven, namely,...

• On the problem of interpreting the concept of SPACE in Russian and foreign linguistics

  This article considers the relationship between the TIME and SPACE concepts. The features of modeling space parameters in human cognitive ac-tivities and the universal ways of verbalization of space structures and attri-butes are analyzed. The research is focused on the theory of primary and se-condary space deixis ...

• The Denominational Space of Modern Sweden: Christianity

  This article considers spatial and temporal diffusion of Christian values in Sweden and examines the features of the country’s confessional space. The work aims to identify historical and geographical characteristics of the formation of Sweden’s Christian space and of its current transformation. Another objective is to introduce data on the economic activities of large religious organisations ...

• Post-Soviet Space: background and the results of regionalization

  The article deals with the regionalization of social processes and their specific manifestations in the post-Soviet space. According to the author, regionalization is developing at four levels-international (macroregional), subregional, intraregional and on country levels. The most important one is the international level. Specific features of regionalization at each ...

• Effective models of national and regional educational space development

  This article considers effective models of interaction between social and cultural institutions that can be used in developing a common educational space of the CIS countries. Of special significance are the models that involve public organizations. Through establishing mutual connections, domain models create more complex globule structures. Network projects initiated within globules and involving ...

• Modern understanding of ‘geoeconomic position’ and the Saint Petersburg agglomeration

  ... possible to consider the Saint Petersburg coastal region (Baltic Area) as a whole. The article sets out not only to verify, confirm, and explain the features of the geoeconomic position of the coastal region, but also to describe the contiguous geoeconomic space. The position of the St. Petersburg coastal region is of crucial importance for ensuring a steady growth of regional economy, the propagation of industrialization impulses, and modernization in the heart of Russian Northwestern macroregion. At the ...

• Inclusive educational space: A SWOT analysis

  This article considers education as a phenomenon of inclusive educational space. The notion of “inclusive educational space” is defined, its general and specific characteristics are outlined, and the principles of organizing an inclusive educational space are formulated. Special attention is paid to the results of a SWOT-analysis ...

• Self space: theoretical model and diagnosing

  The article outlines theoretical bases of empiric research on selfconsciousness interpreted as recognition of oneself in the world. It introduces and tests the model of self space, which considers ‘self’ in the context, to which it is traditionally opposed. The methodology of “Self space” including “Self”, “Body”, “World”, “People” and “Significant” sub-spaces is elaborated on the basis of the ...

• In the corridor of moving spaces: On the poetic topology of M. Tsvetaeva's cycle Table

  The poetics of the image of space in M. Tsvetaeva's cycle "Table" is considered in the context of her fictional world image. The author traces the spatial-poetical representation of the topic of poetry in the cycle. 1.  Цветаева М.   И. Собрание сочинений: ...

• On almost periodic functions with values in Banach space

  Some properties of almost periodic functions with values in banach space are considered. 1. Левитан Б . М . Почти периодические функции. М., 1953. 2. Люстерник Л . А ., Соболев В . И . Элементы функционального анализа. М., 1968....

• Akivis derivation formulas and Laptev structure equations on the surface of an affine space

  The smooth surface in affine space is considered. With the derivation formulas and equations of the structure of an affine space constructed three pairs Akivis-Laptev on the surface. It is shown that the surface of an affine space is a holonomic smooth manifold. 1. Акивис ...

• About approach of almost periodic function with values in Banach space

  Approach of almost periodic function with values in Banach space by trigonometric polynomials is considered. 1. Левитан Б. М. Почти периодические функции. М., 1953. 2. Кретов М. В. О почти периодических функциях со значениями ...

• Countries of the Baltic Region in the Global Culinary Space

  Globalisation is creating a global culinary space where culinary traditions of different countries interact and compete. The author sets out to explore characteristic features of the culinary space of nine Baltic States as part of the global culinary space. The author uses empirical data on the ...

• The model of space in F. Kafka’s literary works

  The article deals with the structure of “Space” in Franz Kafka’s literary works such as “Der Prozess”, “Das Schloss” and “Die Verwandlung”. Special attention is paid to the peculiarities of the narrative perspective and the functioning of the semantic opposition “down — up”....

• Ergonomics and the translation process

  ... a complex system involving many agents, organizational factors such as workflow, communication processes, project management, job security, and translator status. Environmental factors in the physical sense (e. g. lighting, temperature, air quality, space) as well in the broader sense of the role of translation and translators in the economy and society as a whole can also influence the process. Viewing translation from an ergonomic perspective can provide an appropriate framework to understand the ...

• Political technologies and international conflicts in the information space of the Baltic Sea region

  The information space of the Baltic region has gradually developed since the free exchange of cross-border messages was made possible by media technology and international law. The international conflict between Russia and some countries of the European Union has become ...

• The concept of ideal space in V.A. Zhukovky’s lyric poetry

  This article analyses V. A. Zhukovsky’s images of ideal space in the context of Christian notions of paradise. 1.  Христианство: энциклопедический словарь: в 3 т. М., 1995. 2.  Христианство: словарь. М., 1994. 3.  Жуковский В.   А ...

• The communicative space of N. Kononov’s novel The Tender Theatre

  This article examines the communicative space and its structure in N. Kononov’s novel Tender Theatre, which helps understand the ontological drama of the character who is alienated from the world and people and unable to see the border between the reality and memories. 1. Кононов ...

• Open and enclosed space in a romantic novel

  This article analyzes the opposition of open and enclosed space in the novels of Jena and Heidelberg romantics, considering its relation to the problems of artist’s personality and freedoms. An analysis of similar space images used by several authors shows how the tradition was reinterpreted at different stages ...

• The problem of correlation of space and texts in A. Eppel’s short story On a dark warm night

  This article focuses on the interaction between space and text in A. Eppel’s short stories. The correlation between the fictional and text spaces at the level of lexis is analysed on the basis of the short story On a dark warm night. The author proves the isomorphism of the plot and the reading process....

• Territorial structure of the denominational space of the South-East Baltic

  ... landscape of the area. At the same time, they have an indirect effect on socio-economic development. In this study, we aim to identify the main components of the territorial structure and the formation and transformation factors of the denominational space in the South-East Baltic. The complexity of the denominational structure of the local population stems from the centuries-long position of this region as a political buffer zone. We calculate the potential denominational structure and the potential ...

• Confessional space as a subject of social geography

  This article considers the notion of confessional space as a subject of social geography. Confessional space is represented as an interrelation of several elements: the religious part of population, the religious-cultural infrastructure, and the attributive-ceremonial component. The authors analyze the ...

• Giving the 1st order affine connection by means of the 2nd order vector-valued forms

  ... 1st order affine connection. It is proved that symmetric affine connection in the bundle of tangent linear frames defines vertical linear operator (a vertical vertical-valued form of 2nd order for 1st order affine connection) from 2nd order tangent space into 1st order tangent space to a manifold. It is shown that affine connection in bundle of tangent lin-ear frames defines linear operator from 1st order cotangent space (space of forms of degree 1) in cotangent space of 2nd order. It is proved ...

• Concept integration modelling as a means of phraseological unit formation

  ... Скребцова Т.   Г. Языковые бленды в теории концептуальной инте­грации Ж. Фоконье и М. Тернера. СПб ., 2000. 4.  Coulson S. The Menendez brothers Virus: Analogical Mapping in Blended Spaces // Conceptual structure, Discourse and Language. Palo Alto, 1996. 5.  Turner M., Fauconnier G. Conceptual Integration and Formal Expres­sion // Metaphor and Symbolic Activity. 1995. Vol. 10. №   3. С . 183—204. 6.  Turner M., Fauconnier ...

• Mathematical modelling of almost periodic function by Banach space cones

  It is proved that mean value of almost periodic function with values in Banach space is an internal point of a solid cone. 1. Опойцев В. И., Хуродзе Т. А. Нелинейные операторы в пространствах с конусом. Тбилиси, 1984. 2. Люстерник Л. А., Соболев ...

• About poorly almost periodic functions with values in Banach space

  Properties of poorly almost per iodic functions with values in Banach space are researched. 1. Кретов М. В. О почти периодических функциях со значениями в банаховом пространстве // Вестник Российского государственного ...

• The hierarchy of the subgroups of the linear group at isolation of one index value

  Non effective, factor-effective and special-effective projective spaces are considered. In an non effective projective space the linear group is acting. When one index value is isolated in the Cartan structure equations of a linear group, the hierarchy of its seven subgroups is constructed. 1. Лумисте Ю....

• Why is the space around us three dimensional

  We note that it is no accident that modern science cannot answer to the question why our space we exist in and which we see is three-dimensional. Therefore, it is believed that attempts to find an an­swer to this question, by remaining only within the mathematics, are bound to fail. On the contrary, it is in the present math study that it ...

• Covariant differentials and covariant derivatives associated with surface of projective space

  The paper is concerned with m-dimensional surface in n-dimensional projective space. In studying fundamental-group connection Bianchi identities are found. It is proved that alternated covariant derivatives for the components of the first type connection object are equal to the corresponding components of the curvature tensor, ...

• Multiculturalism and morality in a globalised public space

  This article investigates the problem of a correlation between the phenomena of multiculturalism and morality in a globalized public space. Human community is considered within intercultural relations and associated interpersonal conflicts. A search for the ways of personal development based on clear moral principles is studied in the context of the methodological possibilities of ...

• The intertexteme as an instrument in the past — pre­sent — future dialogical space of urbanism practices: an intersemiotic ana­ly­sis of graffiti and inscriptions in Gdansk and Kaliningrad

  This paper discusses intertextual and intervisual tools for creating the past — present — future dialogic axis in urban practices, using the example of graffiti and inscriptions in Gdansk and Kaliningrad. The authors describe the urban space as an object of research, give a definition of the urban inscription, characterize the semiotic nature of the latter, consider ter­minology problems relating to the category of intertextuality, and broadly interpret the inter­texteme as a tool ...

• An escape from the embrace of politics. A study into the cultures of remembrance as a means to encourage a historical dialogue in Lithuanian-Russian relations

  ... the contemporary society. The author argues that in this process historical research — as an important tool for encouraging the co-existence of communities —should fulfil certain social functions. Having chosen the Lithuanian-Russian communication space as a case, the author emphasizes the need to develop an interest in mutual knowledge of cultures of remembrance in this space. Outlining the strategies specific to the prevailing cultures of remembrance in contemporary Russia and Lithuania, the ...

• The role of management sociology in the system of mass communication

  This article is dedicated to the topical issues of socially responsible information management in the communication media of Russian media space. The author considers the role of management sociology in the formation of Russian media space. 1. Бергер П., Лукман Т. Социальное конструирование реальности. М., 1995. 2. Бузин В.   ...

• Coastal agglomerations and the transformation of national innovation spaces

  In this article, I discuss the role of coastal agglomerations in the territorial heterogeneity of the world economy and the global innovation space. I pay particular attention to how prox­imity to the sea and ocean coasts influences the dynamics of innovation processes. I analyse coastalisation (the movement of economic activity and population to coastal zones) by con­sidering the effects ...

• Linguistic interpretation of the virtual space phenomenon

  This article offers an analysis of lexical means to represent the mental category of space, precisely, the "virtual space" group in Russian internet discourse. 1.  Красных В.   В . Виртуальная реальность или реальная виртуальность? (Че­ловек. Сознание....

• Hierarchies of smooth manifolds up to zeroth and first orders

  ... parallelized manifold, Lie group and Abelian group of Lie. Each of three sequences of the 1st order for the ho-lonomic, semi-holonomic and the non- holonomic smooth manifolds includes base of the parallelized bundle of linear coframes, in other words, base of space of expanded affine connection, base of space of affine connection torsion-free and affine space. 1. Лаптев Г. Ф. Основные инфинитезимальные структуры высших поряд-ков на гладком ...

• The space "in the text"/"between texts"/"as a text" of Russian avant-gardism

  This article considers the space as a means of the trans(de)formation of the material structure of the text in the analytical poetics of Russian avant-gardism. The author claims that, in Russian avant-gardism, the space acquires the function of a semantic operator. 1.  Бурлюк ...

• To the question of creating a stationary plasma engine of increased power

  The new concept of powerful electric thrusters for spacecraft are aimed at creation of power plants for transportation of satellites with a large mass support manned space programs, space transportation and missions to study outer space. As the main engine for such systems, the choice of stationary plasma thruster (SPT) high power. This article presents an overview of SPT big power and issues when they are created....