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The creation of digital satellite selenocentric maps using fractal geometry and multi-parameter harmonic modeling
Andreev A., Nefedyev Y., Nefediev L., Akhmedshina E., Demina N.
aims at the creation of digital selenographic satellite maps (DSSM) using fractal geometry and multi-parameter
The Digital Fractal Model of the Earth Based on Space Measurements Data
Andreev A., Nefedyev Y., Mubarakshina R., Andreeva Z., Demina N.
harmonic analysis. Gradients of fractal parameters according to geographic longitude and latitude were
The Study of Dynamic Parameters of Corporate Graphic Stations Using Methods of Adaptive Regression Multi-Parameter Modeling
Andreev A., Nefedyev Y., Demina N.
the prediction parameters (?). At harmonic analysis of DTS, 2 main harmonics with periods of 1 day and 6 months
The use of multi-parameter analysis and fractal geometry for investigating the structure of the lunar surface
Andreev A.O., Nefedyev Y.A., Nefediev L.A., Ahmedshina E.N., Demina N.Y., Zagidullin A.A.
of the lunar surface structure using the methods of multi-parameter analysis and fractal geometry were
The use of the synthetic method of harmonic analysis for investigating the structure of space natural bodies
Demina N., Andreev A.
on harmonicmulti-parameter analysis and fractal geometry. The data from the “Clementine”, “Kaguya” and “LRO
Hydrodynamic forces acting on the elliptic cylinder performing high-frequency low-amplitude multi-harmonic oscillations in a viscous fluid
Nuriev A.N., Egorov A.G., Kamalutdinov A.M.
at an arbitrary angle of attack in a viscous incompressible fluid according to an arbitrary multi-harmonic law
The study of models of space selenophysics using multi-parameter analysis and fractal geometry
Churkin K.O., Andreev A.O., Nefedyev Y.A., Nefediev L.A., Hudec R., Bagrov A.V., Demina N.Y.
© Published under licence by IOP Publishing Ltd. In this work, using multi-parameter harmonic
The study of the space topographic models using fractal methods and harmonic multi-parametric analysis
properly. The multi-parametric harmonic analysis and expansion in a series of spherical functions were used
On periodic wavelets in dyadic harmonic analysis
Фарков Ю. А.
On periodic wavelets in dyadic harmonic analysis
On wavelets and frames in dyadic harmonic analysis
Фарков Ю. А.
On wavelets and frames in dyadic harmonic analysis

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