Издание содержит: нравственность между эзотерикой и правом, геополитика нравственности, либерализованная Россия и либеральная эзотерика и др.

This work has been selected by scholars as being culturally important, and is part of the knowledge base of civilization as we know it. This work was reproduced from the original artifact, and remains as true to the original work as possible. Therefore, you will see the original copyright references, library stamps (as most of these works have been housed in our most important libraries around the world), and other notations in the work. This work is in the public domain (...) in the United States of America, and possibly other nations. Within the United States, you may freely copy and distribute this work, as no entity (individual or corporate) has a copyright on the body of the work. As a reproduction of a historical artifact, this work may contain missing or blurred pages, poor pictures, errant marks, etc. Scholars believe, and we concur, that this work is important enough to be preserved, reproduced, and made generally available to the public. We appreciate your support of the preservation process, and thank you for being an important part of keeping this knowledge alive and relevant. (shrink)

The paper is a study of the establishment of the theoretical, human and institutional presuppositions of the development of modern methodology of sciences in Slovakia 1946-1962. It focuses particularly on the examnination of V. Filkorn´s scientific and educational work, who was drawing on the previous and contemporary activity of S. Felber and I.Hrušovský. In that time V. Filkorn published his first essential works and developed an original conception of the methodology of sciences with its special view of the method of (...) science, scientific law, and the relationship between logic and dialectics. It is defined as logical analysis of the building of the system od science by means of modern logic and an articulated theory of categories. (shrink)

Книга иранского историка посвящена истории происхождения названия государства Азербайджан, истории Кавказской Албании, древнему государству существовавшему на территории современных Азербайджана, Дагестана и Армении (Нагорного Карабаха).

Glava 1. Osmyslenie "ideala" russkim kosmizmom -- Glava 2. Analiz osnovnykh filosofsko-antropologicheskikh ideĭ v russkoĭ religioznoĭ filosofii -- Glava 3. Idei kosmizma v russkoĭ religioznoĭ filosofii -- Glava 4. V.I. Vernadskiĭ o sootnoshenii nauki, filosofii i religii -- Glava 5. Mifologicheskoe i nauchnoe v izuchenii obraza protopopa Avvakuma -- Glava 6. Ėkonomicheskoe razvitie i nravstvennai︠a︡ degradat︠s︡ii︠a︡ cheloveka i obshchestva v format︠s︡ionnom podkhode Karla Marksa i Fridrikha Ėngelʹsa.

для научных работников, преподавателей, аспирантов, студентов юридических вузов и факультетов.

Издание содержит: Российская власть, общество и право в контексте исторических изменений и реформ, вмененности российского сознания, практики возобновляемой культуры.

Recently, the scientific and journalistic heritage of A.Richynsky as an ideologist and organizer of the Ukrainian church-national movement in Volyn in the 20-30s of the XX century has attracted considerable attention of researchers. From this perspective, the most outstanding work of A.Richinsky's "Features of Ukrainian Religious Consciousness" is analyzed by scholars, though we admit that the theological and philosophical component in A.Richinsky's religious heritage remains almost unexplored. The article will trace the formation of A. Richinsky's teaching on the relationship between (...) the religious and ethnic in the Bible, in particular about the nation as established eternal reality. The basis for writing the article is the works of Arsen Rychinsky published in recent years. (shrink)

The article is devoted to the applicability of Wittgenstein’s following the rule in the context of his philosophy of mathematics to real mathematical practice. It is noted that in «Philosophical Investigations» and «Remarks on the Foundations of Mathematics» Wittgenstein resorted to the analysis of rather elementary mathematical concepts, accompanied also by the inherent ambiguity and ambiguity of his presentation. In particular, against this background, his radical conventionalism, the substitution of logical necessity with the «form of life» of the community, as (...) well as the inadequacy of the representation of arithmetic rules by a language game are criticized. It is shown that the reconstruction of the Wittgenstein concept of understanding based on the Fregian division of meaning and referent goes beyond the conceptual framework of Wittgenstein language games. (shrink)

В книге представлено понимание границ в психотерапии с позиций аналитической психологии. Для практикующих психологов и психотерапевтов, а также для студентов психологических вузов.

Nonlocal reaction–diffusion equations describe various biological and biomedical applications. Their mathematical properties are essentially different in comparison with the local equations, and this difference can lead to important biological implications. This review will present the state of the art in the investigation of nonlocal reaction–diffusion models in biomedical applications. We will consider various models arising in mathematical immunology, neuroscience, cancer modelling, and we will discuss their mathematical properties, nonlinear dynamics, resulting spatiotemporal patterns and biological significance.

Algorithmic software for mathematical modeling of structural stability is considered, which is reduced to solving a partial generalized eigenvalues problem of sparse matrices, with automatic parallelization of calculations on modern parallel computers with graphics processors. Peculiarities of realization of parallel algorithms for different structures of sparse matrices are presented. The times of solving the problem of stability of composite materialsusing a three-dimensional model of "finite size fibers" on computers of different architectures are given. In mathematical modeling of physical and technical (...) processes in many cases there is a need to solve problems of algebraic problem of eigenvalues with sparse matrices of large volumes. In particular, such problems arise in the analysis of the strength of structures in civil and industrial construction, aircraft construction, electric welding, etc. The solving to these problems is to determine the eigenvalues and eigenvectors of sparse matrices of different structure. The efficiency of solving these problems largely depends on the effectiveness of mathematical modeling of the problem as a whole. Continuous growth of task parameters, calculation of more complete models of objects and processes on computers require an increase in computer productivity. High-performance computing requirements are far ahead of traditional parallel computing, even with multicore processors. High-performance computing requirements are far ahead of traditional parallel computing, even with multicore processors. Today, this problem is solved by using powerful supercomputers of hybrid architecture, such as computers with multicore processors and graphics processors, which combine MIMD and SIMD architectures. But the potential of high-performance computers can be used to the fullest only with algorithmic software that takes into account both the properties of the task and the features of the hybrid architecture. Complicating the architecture of modern high-performance supercomputers of hybrid architecture, which are actively used for mathematical modeling means a significant complication of efficient use of these resources in creating parallel algorithms and programs. here are problems with the creation of algorithmic software with automatic execution of stages of work, which are associated with the efficient use of computing resources, ways to store and process sparse matrices, analysis of the reliability of computer results. This makes it possible to significantly increase the efficiency of mathematical modeling of practical problems on modern high-performance computers, as well as free users from the problems of parallelization of complex problems. he developed algorithmic software automatically implements all stages of parallel computing and processing of sparse matrices on a hybrid computer. It was used at the Institute of Mechanics named after S.P. Tymoshenko NAS of Ukraine in modeling the strength problems of composite material. A significant improvement in the time characteristics of mathematical modeling was obtained. Problems of mathematical modeling of the properties of composite materials has an important role in designing the processes of deformation and destruction of products in various subject areas. Algorithmic software for mathematical modeling of structural stability is considered, which is reduced to solving a partial generalized problem of eigen values of sparse matrices of different structure of large orders, with automatic parallelization of calculations on modern parallel computers with graphics processors. The main methodological principles and features of implementation of parallel algorithms for different structures of sparse matrices are presented, which ensure effective implementation of multilevel parallelism of a hybrid system and reduce data exchange time during the computational process. As an example of these approaches, a hybrid algorithm of the iteration method in subspace for tape and block-diagonal matrices with a frame for computers of hybrid architecture is given. Peculiarities of data decomposition for matrices of profile structure at realization of parallel algorithms are considered. The proposed approach provides automatic determination of the required topology of the hybrid computer and the optimal amount of resources for the organization of an efficient computational process. The results of testing the developed algorithmic software for problems from the collection of the University of Florida, as well as the times of solving the problem of stability of composite materials using a three-dimensional model of "finite size fibers" on computers of different architectures. The results show a significant improvement in the time characteristics of solving problems. (shrink)