Search Results - "Nesterenko, O. N."

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  1. 1

    On One Property of the Moduli of Smoothness with Jacobi Weights by Nesterenko, O. N., Petrova, I. L., Chaikovs’kyi, A.V.

    Published in Ukrainian mathematical journal (01-09-2022)
    “…We prove a generalization of an important inequality for the moduli of smoothness with Jacobi weights…”
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    Journal Article
  2. 2

    One Inequality for the Moduli of Continuity of Fractional Order Generated by Semigroups of Operators by Bezkryla, S. I., Nesterenko, O. N., Chaikovs’kyi, A. V.

    Published in Ukrainian mathematical journal (01-08-2019)
    “…A new inequality for the moduli of continuity of fractional order generated by semigroups of operators is obtained. This inequality yields a generalization to…”
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    Journal Article
  3. 3
  4. 4

    On the Third Moduli of Continuity by Bezkryla, S. I., Nesterenko, O. N., Chaikovs’kyi, A. V.

    Published in Ukrainian mathematical journal (01-03-2015)
    “…An inequality for the third uniform moduli of continuity is proved. This inequality implies that an arbitrary 3-majorant is not necessarily a modulus of…”
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    Journal Article
  5. 5

    On approximation of mappings with values in the space of continuous functions by H. A. Voloshyn, V. K. Maslyuchenko, O. N. Nesterenko

    Published in Karpats'kì matematinì publìkacìï (01-01-2013)
    “…Using a theorem on the approximation of the identity in the Banach space  $C_u(Y)$ of all continuous functions $g:Y\rightarrow \mathbb{R}$, defined on a…”
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    Journal Article
  6. 6

    On approximation of mappings with values in the space of continuous functions by Maslyuchenko V.K., Nesterenko O.N., Voloshyn H.A.

    Published in Karpats'kì matematinì publìkacìï (01-06-2012)
    “…Using a theorem on the approximation of the identity in the Banach space $C_u(Y)$ of all continuous functions$g: Yightarrow mathbb{R}$, defined on a metrizable…”
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    Journal Article
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    Improvement of one inequality for algebraic polynomials by Nesterenko, O. N., Tymoshkevych, T. D., Chaikovs’kyi, A. V.

    Published in Ukrainian mathematical journal (01-02-2009)
    “…We prove that the inequality , where g : [-1, 1]→ℝ is a monotone odd function and P n + k is an algebraic polynomial of degree not higher than n + k , is true…”
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  9. 9

    ATP content in cryopreserved sperm of Siberian white cranes Grus leucogeranus (Aves: Gruiformes) by Maksudov, G Iu, Erokhin, A S, Nesterenko, O N, Panchenko, V G

    “…ATP contents were studied in the native and cryoconserved sperm of Siberian white cranes Grus leucogeranus using bioluminescence analysis. The ATP content in…”
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