Search Results - "Cui, Jingya"

Effects of ammonium-based nitrogen addition on soil nitrification and nitrogen gas emissions depend on fertilizer-induced changes in pH in a tea plantation soil by Wang, Jing, Tu, Xiaoshun, Zhang, Huimin, Cui, Jingya, Ni, Kang, Chen, Jinlin, Cheng, Yi, Zhang, Jinbo, Chang, Scott X.

“…Tea (Camellia sinensis L.) plants have an optimal pH range of 4.5–6.0, and prefer ammonium (NH4+) over nitrate (NO3−); strong soil acidification and…”
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Characterizations of Weights in Martingale Spaces by Ju, Jie, Chen, Wei, Cui, Jingya, Zhang, Chao

“…Grafakos systematically proved that A ∞ weights have different characterizations for cubes in Euclidean spaces in his classical text book. Very recently,…”
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A Note on the Boundedness of Doob Maximal Operators on a Filtered Measure Space by Chen, Wei, Cui, Jingya

“…Let M be the Doob maximal operator on a filtered measure space and let v be an Ap weight with 1<p<+∞. We try proving that ∥Mf∥Lp(v)≤p′[v]Ap1p−1∥f∥Lp(v), where…”
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Satisfaction Evaluation of Civil Air Defense Engineering Renovated into Cooling Place from the Perspective of Public Experience by Li, Wenlong, Li, Qin, Liu, Yijun, Jia, Lixin, Pei, Xingwang, Cui, Jingya

“…Scientific and reasonable satisfaction evaluation is an excellent way to understand the effects of building (structure) renovation and public satisfaction…”
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Characterizations of "Equation missing" Weights in Martingale Spaces by Ju, Jie, Chen, Wei, Cui, Jingya, Zhang, Chao

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Integrin β5, a noninvasive diagnostic biomarker, is associated with unfavorable prognosis and immunotherapy efficacy in gastric cancer by Cheng, Yangyang, Lin, Xin, Xu, Huimin, Xu, Mingcheng, Xie, Wanlin, Zeng, Jingya, Cui, Baohong, Cheng, Zexu, Zhao, Jing, Sun, Yihua

“…Integrin β5 (ITGB5) is a pivotal player in the pathogenesis of gastric cancer (GC). We aimed to explore the potential value of ITGB5 as a predictor of…”
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A Note on the Boundedness of Doob Maximal Operators on a Filtered Measure Space by Chen, Wei, Cui, Jingya

“…Let $M$ be the Doob maximal operator on a filtered measure space and let $v$ be an $A_p$ weight with $1<p<+\infty$. We try proving that \begin{equation}\lVert…”
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Characterizations of $A_\infty$ Weights in Martingale Spaces by Ju, Jie, Chen, Wei, Cui, Jingya, Zhang, Chao

“…Grafakos systematically proved that $A_\infty$ weights have different characterizations for cubes in Euclidean spaces in his classical text book. Very…”
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