Results 1 to 10 of about 6,850 (228)
Product BMO, Little BMO, and Riesz Commutators in the Bessel Setting [PDF]
Journal of Geometric Analysis, 2017 In this paper, we study the product BMO space, little bmo space and their connections with the corresponding commutators associated with Bessel operators studied by Weinstein, Huber, and by Muckenhoupt-Stein. We first prove that the product BMO space in the Bessel setting can be used to prove the boundedness of the iterated commutators with the Bessel ...
Xuan Thinh Duong, Ji Li, Yumeng Ou
exaly +6 more sources
Combined Ruyi Zhenbao Pills-Baimai Ointment Therapy on Acute Ischemic Stroke: A Multi-Arm, Randomized, Double-Blind, Placebo Controlled Clinical Study [PDF]
Therapeutics and Clinical Risk ManagementZiying Jiang,1,* Xinzuo Qin,1,* Xiao Wu,1,* Zijian Wang,1 Xinyu Wang,1 Lingqian He,1 Mingji Cuomu,2 Zhinan Mei,3 Hongping Hou,4 Haiqing Song,1 Juexian Song1 1Department of Neurology, Xuanwu Hospital, Capital Medical University ...
Jiang Z +10 more
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Paraproducts, Bloom BMO and sparse BMO functions
Revista Matemática Iberoamericana, 2022 We address L^p(\mu)\to L^p(\lambda) bounds for paraproducts in the Bloom setting. We introduce certain “sparse BMO” functions associated with sparse collections with no infinitely increasing chains, and use these to express sparse operators as sums ...
Holmes Fay, Irina, Fragkiadaki, Valentia
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SPOWTT: Improving the safety and productivity of offshore wind technician transit
Wind Energy, 2022 This paper describes the SPOWTT project. The intention of this project was to understand how sailing by crew transfer vessel (CTVs) to offshore wind farms affects the mental and physical wellbeing of individuals on board.
Fiona Earle +18 more
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Pacific Journal of Mathematics, 1982 Then clearly BMO c BMO, with \\φ\\d £\\φ\\, but BMO and BMO, are not the same space; the function log\x9 \X{ttlj>0] is in BMO, but not in BMO. In analysis BMO is more important than BMO, because BMO is translation invariant, but BMO, is not. On the other hand, BMO, is very much the easier space to work with because dyadic cubes are nested (if two open ...
Garnett, John B., Jones, Peter W.
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BMC Ophthalmology, 2021 Background To assess the diagnostic capability of novel Bruch’s membrane opening (BMO)-based disc parameters, the BMO-minimum rim width (BMO-MRW) and the BMO-minimum rim area (BMO-MRA) in the Chinese population and compare them to the retinal nerve fiber
Ruoshi Li +8 more
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BMO and Asymptotic Homogeneity
Axioms, 2022 First, we prove that the BMO condition by John–Nirenberg leads in the natural way to the asymptotic homogeneity at the origin of regular homeomorphic solutions of the degenerate Beltrami equations. Then, on this basis we establish a series of criteria for the existence of regular homeomorphic solutions of the degenerate Beltrami equations in the whole ...
Vladimir Gutlyanskii +3 more
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Detection of superficial and buried optic disc drusen with swept-source optical coherence tomography
BMC Ophthalmology, 2022 Background To detect the superficial and buried optic disc drusen (ODD) with swept-source optical coherence tomography (SS-OCT). Methods Retrospective cross-sectional study.
Xiaohong Guo +8 more
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Carbon Neutralization, 2023 Due to γ‐Bi2MoO6 (BMO) has attracted considerable attention because of its unique layered perovskite structure and excellent electrical conductivity. However, the easy recombination of electron–hole pairs limits its practical application. To address this
Bohang Zhang +9 more
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Weighted W1, p (·)-Regularity for Degenerate Elliptic Equations in Reifenberg Domains
Advances in Nonlinear Analysis, 2021 Let w be a Muckenhoupt A2(ℝn) weight and Ω a bounded Reifenberg flat domain in ℝn. Assume that p (·):Ω → (1, ∞) is a variable exponent satisfying the log-Hölder continuous condition.
Zhang Junqiang, Yang Dachun, Yang Sibei
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