On the Boundedness of Quasilinear Integral Operators of Iterated Type with Oinarov's Kernels on the Cone of Monotone Functions
Views: 5 / PDF downloads: 1
Keywords:
Hardy type inequality, weighted Lebesgue space, quasilinear integral operator, Oinarov's kernel, cone of monotone functionsAbstract
We solve the characterization problem of \( L^p_v - L^r_\rho \) weighted inequalities on Lebesgue cones of monotone functions on the half-axis for quasilinear integral operators of iterated type with Oinarov's kernels.
Downloads
Published
2017-06-30
How to Cite
Stepanov, V. D., & Shambilova, G. E. (2017). On the Boundedness of Quasilinear Integral Operators of Iterated Type with Oinarov’s Kernels on the Cone of Monotone Functions. Eurasian Mathematical Journal, 8(2), 47–73. Retrieved from https://emj.enu.kz/index.php/main/article/view/663
Issue
Section
Articles