Zobrazeno 1 - 4
of 4
pro vyhledávání: '"Nataliya Parfinovych"'
Autor:
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, S.V. Konareva
Publikováno v:
Researches in Mathematics. 29:3
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.
Autor:
M.Ye. Tkachenko, Nataliya Parfinovych, V.M. Traktynska, S.V. Konareva, Oleg Kovalenko, D. S. Skorokhodov, M.B. Vakarchuk, R.O. Bilichenko, O.O. Rudenko, S.V. Goncharov, Vira Babenko, A.M. Pasko, V.O. Kofanov, O.V. Polyakov, T.Yu. Leskevych
Publikováno v:
Researches in Mathematics, Vol 28, Iss 2, Pp 3-9 (2020)
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Publikováno v:
Ukrainian Mathematical Journal. 62:343-357
Let $$ C\left( {{\mathbb{R}^m}} \right) $$ be the space of bounded and continuous functions $$ x:{\mathbb{R}^m} \to \mathbb{R} $$ equipped with the norm $$ \left\| x \right\|C = {\left\| x \right\|_{C\left( {{\mathbb{R}^m}} \right)}}: = \sup \left\{
Publikováno v:
ResearcherID
In this paper, we show that the $L_p$-error of asymmetric linear approximation of the quadratic function $Q({\mathbf x})=\sum_{j=1}^{d}x_j^2$ on simplices in $\RR^d$ of fixed volume is minimized on regular simplices.