Специальность ВАК:
01.01.01 (вещественный, комплексный и функциональный анализ)
Дата рождения:
11.11.1979
Телефон: 00962797649338
Ключевые слова: Lp boundedness,
Littlewood-Paley,
Marcinkiewicz integrals,
rough kernels,
surfaces of revolution,
extrapolation.
Основные темы научной работы:
Mathematics-Harmonic analysis
Primary 40B20
Основные публикации:
Hussain Al-Qassem and Mohammed Ali, “$L^p$ boundedness for singular integral operators with $L(log^+L)^2$ kernels on product spaces”, published, Kyungpook Math. J, 46:1 (2006), 377–387
Hussain Al-Qassem and Mohammed Ali, “Singular integrals related to homogeneous mapping with rough kernels on product spaces”, Published, Tamkang Journal of Math, 39:1 (2008), 165–176
Mohammed Ali, “Best constants in second-order Sobolev inequalities on compact Riemannian manifolds in the presence of symmetries”, Published, Turkish J of Mathematics, 36:4 (2012), 601–612
Mohammed Ali, “$L^p$ Estimates for Marcinkiewicz integral operators and extrapolation”, Published, Journal of ienqualities and applications, 269:269 (2014), 1–10
Mohammed Ali and Mohammed Al-Dolat, “Parabolic Marcinkiewicz integrals on product spaces and extrapolation”, published, open mathematics, 61:61 (2016), 649–660
