A paper by the head researcher at the department of  Mathematical Analysis of Institute of  Mathematics and Mechanics, Rovshan Bandaliyev and Ph.D student Kamala Safarova have been published  in the journal of  “Linear and Multilinear Algebra” refereed by the international science dimensions database  “Clarivate Analytics” with impact factor 1.736.

In the paper entitled “On Hardy type inequalities in grand Lebesgue spaces L_p)  for 0 < p ≤ 1” it is  proved the boundedness of  Hardy operator for monotone functions in quasi-Banach grand Lebesgue spaces.

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