Marketing management applied to railway transport enterprises: ways of disclosing the potential
Purpose: to form a general understanding of marketing management level in regard to railway transport enterprises (carriers).
Purpose: to form a general understanding of marketing management level in regard to railway transport enterprises (carriers).
The paper considers representations of the Earth external gravitational field, supplementing its traditional approximation by series in spherical functions. The necessity for additional means of describing the external potential is dictated by the need to study and use it at points in space close to the Earth's surface. It is in such areas that the need arises to investigate the convergence of series with respect to spherical functions and to adequately determine the value of the potential.
Purpose – The purpose of this study is to develop a strategy for improving the innovation of domestic industrial enterprises in modern conditions. The basis for solving this problem is a deep retrospective analysis of innovation in Ukraine in terms of investment sources and areas of expenditure on innovation of industrial enterprises.
Problem setting. The food industry of Ukraine holds a unique position among other industries, as it is one of the backbone elements of the national economy, is in the top five industries in terms of filling the state budget, ranks second in terms of production in the structure of industrial production in Ukraine, providing one of the highest growth rates of production volumes among other sectors of the economy.
Purpose. To create an algorithm for constructing a three-dimensional masses distribution function of the planet and its derivatives taking into account the Stokes constants of arbitrary orders. Being based on this method, the task is to perform the research on the internal structure of the Earth. Methodology. The derivatives of the inhomogeneous mass distribution are presented by linear combinations of biorthogonal polynomials which coefficients are obtained from the system of equations.
Purpose. To investigate the technique for constructing a three-dimensional distribution function for the masses of the interior of the Earth and its derivatives, coordinated with the parameters of the planet's gravitational field to fourth order inclusive. By using the mass distribution function constructed, to make an interpretation of the features of the internal structure of an ellipsoidal planet. Methodology. Based on the created initial approximation of the function, which includes a reference density model, further refinements are built.
The contemporary content is disclosed and the possibility of using the term “tourist potential of the territory” is explained. My position on the content of the concept “tourist potential of the territory” is formulated. The complex approach to estimation of tourist potential of a locality with consideration of its components and indicators is offered
Purpose. To build a three-dimensional function of the mass distribution of the Earth's interior according to the parameters (Stokes constant to the second order inclusive) of the external gravitational field of the Earth without considering the minimum deviation from its known density models in geophysics. Methodology. The classic methods of constructing mass distribution use only the Stoke’s constants zero and second orders.
The article highlights the importance of modernization of enterprises in the conditions of rapid scientific and technological progress and fierce competition in the domestic and foreign markets. It is shown that only entrepreneurs can effectively function that modernizes its material base, especially technological equipment. It impossible to apply the latest technology using the old and worn-out equipment.
An attempt is made to analyze and generalize the effect of main organizational and technical as well as economic factors which can accelerate increase of competitiveness of the industrial production potential of Ukraine. Their content and scope of influence in the dynamic conditions of scientific and technical progress acceleration and hard competition are described.