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Classes of Finite Solutions to the Inverse Problem of the Logarithmic Potential of the logarithmic potential in the form of a logarithmic function of a ratio of polynomials of the same degree. We
Finite solutions to the inverse problem of the logarithmic potential of the logarithmic potential in the form of a logarithmic function of the ratio of equal degree polynomials and give
Transient polygonal structures in the disks of spiral galaxies: Numerical modeling in the structure of spiral galaxies are presented. The behavior of a gaseous disk in an external gravitational
Method of calculation and selection of design parameters and operational characteristics of the spiral expander of the spiral expander
Quasi-fractals: New method of description of a structure of disordered media new type of fractals (they were defined as quasi-fractals with logarithmic asymptotics) that can
Residues of logarithmic differential formsWe present an elementary introduction to the theory of logarithmic differential forms
ON ZEROS AND TAYLOR COEFFICIENTS OF ENTIRE FUNCTION OF LOGARITHMIC GROWTH and Hadamard rectified Taylor coefficients (Formula presented) for entire functions of the logarithmic growth
Solvability of some integro-differential equations with the logarithmic Laplacian-differential-type problem involving the logarithmic Laplacian. The argument is based on the fixed point technique when
Changes in ellipticals due to collisions with spirals and their consequencesA study of collisions between spiral and elliptical galaxies (approximated as composite spherical
Comparative analysis of national innovation systems through an indicator of R & D expenditures spheres of human activity and allows to achieve the social, economic and political objectives. Any
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