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Your search keyword '"Voronoi method"' showing total 3 results
Start Over Descriptor "Voronoi method" Journal researches in mathematics
3 results on '"Voronoi method"'

1. In memoriam: Lilia Georgiivna Boitsun, a mathematician and bright person

Author

V.M. Traktynska, D. S. Skorokhodov, Nataliya Parfinovych, A.M. Pasko, M.Ye. Tkachenko, V.O. Kofanov, Oleg Kovalenko, M.B. Vakarchuk, O.V. Polyakov, O.O. Rudenko, V.P. Motornyi, T.I. Rybnikova, R.O. Bilichenko, T.Yu. Leskevych, Vladislav Babenko, and S.V. Konareva

Subjects
Mathematical sciences, Philosophy, Voronoi method, Art history, Ocean Engineering, Scientific activity
Abstract

The article is devoted to the talented mathematician, candidate of physical and mathematical sciences Boitsun Lilia Georgiivna. The article describes her life and career, scientific activity.

Published
2021
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2. Absolute summation of Fourier integrals with multiplier by G.F. Voronoi method

Author

S.V. Kocherga and L.G. Bojtsun

Subjects
Multiplier (Fourier analysis), symbols.namesake, Fourier transform, Mathematical analysis, Voronoi method, symbols, Ocean Engineering, Function (mathematics), Computer Science::Computational Geometry, Voronoi diagram, Mathematics
Abstract

We provide the theorem that is connected with functional method of G.F. Voronoi. We establish sufficient conditions for a function that generates the summation method of G.F. Voronoi, on function-multiplier, and on function $f(t)$, under which the Fourier integral of this function with multiplier is absolutely summable by the functional method of G.F. Voronoi.

Published
2021
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3. Summation of Fourier integral and conjugate Fourier integral by method of G.F. Voronoi

Author

L.G. Bojtsun and O.M. Shumeiko

Subjects
symbols.namesake, Fourier transform, Mathematical analysis, Voronoi method, symbols, Ocean Engineering, Computer Science::Computational Geometry, Voronoi diagram, Mathematics, Conjugate
Abstract

The sufficient conditions under which the Fourier integral and conjugate Fourier integral are Voronoi-summable are obtained.

Published
2021
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