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The catalytic properties of DNA G‐quadruplexes rely on their structural integrity
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作者 Jielin Chen Mingpan Cheng +5 位作者 Jiawei Wang Dehui Qiu David Monchaud Jean‐Louis Mergny Huangxian Ju Jun Zhou 《Chinese Journal of Catalysis》 SCIE EI CAS CSCD 2021年第7期1102-1107,共6页
The influence of the G‐quartet structural integrity on the catalytic activity of the G‐quadruplex(G4)was investigated by comparing the G4‐DNAzyme performances of a series of G4s with a G‐vacancy site and a G‐trip... The influence of the G‐quartet structural integrity on the catalytic activity of the G‐quadruplex(G4)was investigated by comparing the G4‐DNAzyme performances of a series of G4s with a G‐vacancy site and a G‐triplex(G‐tri).The results presented herein not only confirm that the structural integrity of the 3'‐end G‐quartet is necessary for G4s to be catalytically competent but also show how to remediate G‐vacancy‐mediated catalytic activity losses via the addition of guanine surrogates in an approach referred to as G‐vacancy complementation strategy that is applicable to parallel G4s only.Furthermore,this study demonstrates that the terminal G‐quartet could act as a proximal coordinating group and cooperate with the flanking nucleotide to activate the hemin cofactor. 展开更多
关键词 g‐quadruplex g‐quadruplex DNAzyme g‐vacancy g‐quartet integrity guanine surrogate
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The“Spring Predictability Barrier” Phenomenon of ENSO Predictions Generated with the FGOALS-g Model 被引量:2
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作者 WEI Chao DUAN Wan-Suo 《Atmospheric and Oceanic Science Letters》 2010年第2期87-92,共6页
Using the sea surface temperature (SST) predicted for the equatorial Pacific Ocean by the Flexible Global Ocean-Atmosphere-Land System Model-gamil (FGOALS-g), an analysis of the prediction errors was performed for... Using the sea surface temperature (SST) predicted for the equatorial Pacific Ocean by the Flexible Global Ocean-Atmosphere-Land System Model-gamil (FGOALS-g), an analysis of the prediction errors was performed for the seasonally dependent predictability of SST anomalies both for neutral years and for the growth/decay phase of El Nino/La Nina events. The study results indicated that for the SST predictions relating to the growth phase and the decay phase of El Nino events, the prediction errors have a seasonally dependent evolution. The largest increase in errors occurred in the spring season, which indicates that a prominent spring predictability barrier (SPB) occurs during an El Nino-Southern Oscillation (ENSO) warming episode. Furthermore, the SPB associated with the growth-phase prediction is more prominent than that associated with the decay-phase prediction. However, for the neutral years and for the growth and decay phases of La Nifia events, the SPB phenomenon was less prominent. These results indicate that the SPB phenomenon depends extensively on the ENSO events themselves. In particular, the SPB depends on the phases of the ENSO events. These results may provide useful knowledge for improving ENSO forecasting. 展开更多
关键词 ENSO event spring predictability barrier prediction error PREDICTABILITY
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关于根式函数的多值性探讨 被引量:2
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作者 王振华 张为元 贺雯 《山西大同大学学报(自然科学版)》 2018年第3期28-31,共4页
复变函数已经被广泛地应用在理论物理、弹性理论和天体力学等方面,而且与数学中其他分支的联系也日益密切。复变函数的主要特点就是多值性。多值函数在G平面上可以分解成单值解析分支,然而关于G平面的概念教材上解释的很模糊,现有的文... 复变函数已经被广泛地应用在理论物理、弹性理论和天体力学等方面,而且与数学中其他分支的联系也日益密切。复变函数的主要特点就是多值性。多值函数在G平面上可以分解成单值解析分支,然而关于G平面的概念教材上解释的很模糊,现有的文献也很少谈及,即使谈及的,也将G平面狭义地理解为主值支的定义域。重新阐述了G平面的定义,剖析了平面的结构,并在G平面上研究了根式函数的单值解析分支。 展开更多
关键词 多值函数 g平面 单值解析分支
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Positive solutions for a Lotka-Volterra prey-predator model with cross-diffusion and Holling type-Ⅱ functional response 被引量:6
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作者 ZHOU Jun KIM Chan-Gyun 《Science China Mathematics》 SCIE 2014年第5期991-1010,共20页
We consider a Lotka-Volterra prey-predator model with cross-diffusion and Holling type-II functional response.The main concern is the existence of positive solutions under the combined effect of cross-diffusion and Ho... We consider a Lotka-Volterra prey-predator model with cross-diffusion and Holling type-II functional response.The main concern is the existence of positive solutions under the combined effect of cross-diffusion and Holling type-II functional response.Here,a positive solution corresponds to a coexistence state of the model.Firstly,we study the sufficient conditions to ensure the existence of positive solutions by using degree theory and analyze the coexistence region in parameter plane.In addition,we present the uniqueness of positive solutions in one dimension case.Secondly,we study the stability of the trivial and semi-trivial solutions by analyzing the principal eigenvalue of the corresponding linearized system,and then we characterize the stable/unstable regions of semi-trivial solutions in parameter plane. 展开更多
关键词 Lotka-Volterra prey-predator model Holling type-II functional response CROSS-DIFFUSION positive solutions coexistence UNIQUENESS degree theory
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