Генезис методов ресурсного контроля в контексте решения задач социального управления

The article is about the peculiarities of genesis the resource control methods as one of the main mechanisms for the implementation of social management. Particular attention is paid to the analysis of resource control methods applicable to different types of objects of social control

What colors do undergraduates associate with training courses? student evaluations of the applied mathematics educational program through the color selection method

It is no doubt that today the role of mathematics is increasing and mathematical education requires constant attention. Nevertheless, there are not so many studies devoted to the problems of teaching university students who have chosen mathematics as their profession. The purpose of this article is to research the attitude of undergraduates towards the courses that make up the Applied Mathematics educational program, implemented in one of the technical universities in Russia. The survey was conducted using the Color Selection Method, based on Max Lüscher ideas. Students have associated each course with one of the eight proposed colors. The outcomes of the survey were investigated through correlation and cluster analysis and compared with the results of another survey conducted by a verbal evaluation tool. This research has revealed that the student's assessments obtained through two methods (verbal and imaginative) do not contradict each other. The use of the Color Selection Method helps identifying the problems that arise in the educational process and allows to outline ways of improving teaching quality

Phase gate and readout with an atom/molecule hybrid platform

We suggest a combined atomic/molecular system for quantum computation, which takes advantage of highly developed techniques to control atoms and recent experimental progress in manipulation of ultracold molecules. We show that two atoms of different species in a given site, {\it e.g.}, in an optical lattice, could be used for qubit encoding, initialization and readout, with one atom carrying the qubit, the other enabling a gate. In particular, we describe how a two-qubit phase gate can be realized by transferring a pair of atoms into the ground rovibrational state of a polar molecule with a large dipole moment, and allowing two molecules to interact via their dipole-dipole interaction. We also discuss how the reverse process of coherently transferring a molecule into a pair of atoms could be used as a readout tool for molecular quantum computers

INNOVATIVE SOLUTIONS FOR BUILDING ENVELOPES OF BIOCLIMATICAL HIGH-RISE BUILDINGS

The paper examines innovative and promising trends in in the design of high-rise buildings that challenge traditional typologies and are adapted for specific climatic conditions. The purpose of the study is to investigate modern methods of designing building envelopes for bioclimatic skyscrapers taking into account heat impact of climate on the thermal balance of buildings. The research methodology is based on a systematic analysis of advanced world experience in constructing innovative buildings, "conquering" climate. The paper provides the basic principles of bioclimatic architecture. The issues of buildings’ forms and modes are considered. The authors analyze the efficiency of using double facades in different climatic conditions with account of their interaction with other technological, constructive and planning elements, such as "solar chimney", passive and active solar control systems, landscaping, intelligence control systems of temperature and humidity conditions in premises and buildings, etc. The paper highlights that unique objects of bioclimatic skyscrapers are moving now into new typologies of buildings and help form dense, comfortable and convenient urban environment using natural resources effectively. The research shows how prospects and relevance of a systemic approach to introducing the related and interdependent projects for energy saving activities at all levels, starting from town-planning and architectural models, and ending with engineering and constructive solutions

On the equations of the analytical dynamics of the quasi-3D plate theory of I. N. Vekua type and some their solutions

The plate theory of Nth order is constructed on the background of the Lagrangian variational formalism of analytical dynamics of continuum systems and the dimensional reduction approach of I. N. Vekua – A. A. Amosov. The plate model is defined within the configuration space, the set of field variables, and the Lagrangian density. The field variables are determined by the coefficients of the biorthogonal expansion of the spatial displacement vector field with respect to the dimensionless normal coordinate. The dynamic equations are derived as Lagrange equations of the second kind of the two-dimensional continuum system. The dynamics of the plane elastic layer is considered as an example, the normal wave propagation is described on the basis of refined plate theories of various orders, and the convergence of approximate solutions to the exact solution of the three-dimensional elastodynamics problem is analyzed for different wavenumbers

Участники социальных отношений в структуре социального контроля

The article is about the various types of participants in social relations in the structure of social control. The author analyzes the specifics of the subject-object relationship, offering a classification of subjects and objects of social control. Particular attention is paid to the features of the subjects and objects of social control