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1.	Kalybay, Aigerim A., et al. (author) A New discrete Hardy-type inequality with kernels and monotone functions 2015 In: Journal of inequalities and applications. - : Springer Science and Business Media LLC. - 1025-5834 .- 1029-242X. Journal article (peer-reviewed)abstract new discrete Hardy-type inequality with kernels and monotone functions is proved for the case \(1< q< p<\infty\). This result is discussed in a general framework and some applications related to Hölder’s summation method are pointed out.
2.	Oinarov, R., et al. (author) Weighted inequalities for a class of matrix operators : the case of p≤q 2009 In: Mathematical Inequalities & Applications. - : Element d.o.o.. - 1331-4343 .- 1848-9966. ; 12:4, s. 891-903 Journal article (peer-reviewed)abstract We prove a new discrete Hardy-type inequality \|\|A/\|\|q,u ≤ C\|\|f\|\|p,v, where the matrix operator A is defined by (Af) i:= Σj=1i ai,jfj, ai,j ≥ 0. Moreover, we study die problem of compactness of the operator A, and die dual result is stated

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Author/Editor: Persson, Lars-Erik (2); Oinarov, R. (1); Temirkhanova, Ainur (1); Kalybay, Aigerim A. (1); Temirkhanova, A. (1)

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