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| 1 | Homoclinic orbits for second order self-adjoint difference equations显示文摘 | Manjun Ma Zhiming Guo | 2006 | Journal of Mathematical Analysis and Applications2006，323，： | 1 |
| 2 | Homoclinic orbits for second order self-adjoint difference equations显示文摘 | Manjun Ma Zhiming Guo | 2006 | Journal of Mathematical Analysis and Applications2006，323，： | 1 |
| 3 | Existence of multiple positive periodic solutions for nonlinear functional difference equations显示文摘 | Manjun Ma Jianshe Yu | 2004 | Journal of Mathematical Analysis and Applications2004，，2： | 1 |
| 4 | Approaching 19%efficiency and stable binary polymer solar cells enabled by a solidification strategy of solvent additive显示文摘Additives play a crucial role in enhancing the photovoltaic performance of polymer solar cells(PSCs).However,the typical additives used to optimize blend morphology of PSCs are still high boiling-point solvents,while their trace residues may reduce device stability.Herein,an effective strategy of“solidification of solvent additive(SSA)”has been developed to convert additive from liquid to solid,by introducing a covalent bond into low-cost solvent diphenyl sulfide(DPS)to synthesize solid dibenzothiophene(DBT)in one-step,which achieves optimized morphology thus promoting efficiency and device stability.Owing to the fine planarity and volatilization of DBT,the DBT-processed films achieve ordered molecular crystallinity and suitable phase separation compared to the additive-free or DPS-treated ones.Importantly,the DBT-processed device also possesses improved light absorption,enhanced charge transport,and thus a champion efficiency of 17.9%is achieved in the PM6:Y6-based PSCs with an excellent additive component tolerance,reproducibility,and stability.Additionally,the DBT-processed PM6:L8-BO-based PSCs are further fabricated to study the universality of SSA strategy,offering an impressive efficiency approaching19%as one of the highest values in binary PSCs.In conclusion,this article developed a promising strategy named SSA to boost efficiency and improve stability of PSCs. | Manjun Xiao Longfei Liu Yongdie Meng Baobing Fan Wenyan Su Conggui Jin Luocheng Liao Fan Yi Chao Xu Rui Zhang Alex K.-Y.Jen Wei Ma Qunping Fan | 2023 | Science China Chemistry2023，66，5： | 1 |
| 5 | Non exist- ence of stationary pattern of a chemotaxis model with lo- gistic growth显示文摘 | MA Manjun HU Jiajia TAO Jicheng | 2014 | Nonlinear Analysis2014，105，： | 1 |
| 6 | Stationary so- lutions of a volume-filling ehemotaxis model with logistic growth and their stability 显示文摘 | MA Manjun OU Chunhua WANG Zhian | 2012 | Society for Industrial and Applied Mathematics2012，72，3： | 1 |
| 7 | Bcl-2-associated transcription factor 1 interacts with fragile X-related protein 1显示文摘易碎的 X 智力迟钝蛋白质(FMRP ) 的缺席引起易碎的 X 症候群(FXS ) ,它是世袭智力迟钝的领先的原因。易碎的 X 相关的蛋白质 1 (FXR1P ) ,它在正常肌肉开发起一个重要作用,是 FMRP 的二正染色体的 paralogs 之一。理解 FXR1P 的函数,我们由使用酵母屏蔽了交往 FXR1P 蛋白质二混血儿的系统。易碎的 X 相关的基因(FXR1 ) 1 被熔化到 pGBKT7 然后用作诱饵屏蔽人的胎儿的大脑 cDNA 图书馆。屏蔽结果揭示了包括 Bcl-2-associated 抄写因素 1 的 10 交往 FXR1P 蛋白质(BTF ) 。在 FXR1P 和 BTF 之间的相互作用被使用在选择媒介的牛乳糖试金和生长测试证实。在哺乳动物的房间的 Co-immunoprecipitation 试金也被执行证实 FXR1P/BTF 相互作用。而且,我们在老鼠在原子核附近在细胞质证实了与 FXR1P co 局部性的那 BTF 由使用共焦的荧光显微镜学的脉管的光滑的肌肉房间。这些结果提供线索阐明在 FXR1P 和 FXS 之间的关系。 | Yun Ma Changbo Wang Binyuan Li Lingxue Qin Jiao Su Manjun Yang Shuya He | 2014 | Acta Biochimica et Biophysica Sinica2014，46，2： | 1 |
| 8 | POSITIVE SOLUTIONS OF NONLINEAR FUNCTIONAL DIFFERENCE EQUATIONS显示文摘In this paper we apply a cone theoretic fixed-point theorem proved by Kras-nosel'skii to obtain sufficient conditions for the existence of positive solutions to some boundary value problems for a class of functional difference equations. We consider the case that the nonlinear term satisfies asymptotically linear growth. | Ma Manjun Li Dong Li Xu | 2005 | Annals of Differential Equations2005，21，4： | 0 |
| 9 | Stability and metastability in a chemotaxis model显示文摘This work studies the stability and metastability of stationary patterns in a diffusionchemotaxis model without cell proliferation.We first establish the interval of unstable wave modes of the homogeneous steady state,and show that the chemotactic flux is the key mechanism for pattern formation.Then,we treat the chemotaxis coefficient as a bifurcation parameter to obtain the asymptotic expressions of steady states.Based on this,we derive the sufficient conditions for the stability of one-step pattern,and prove the metastability of two or more step patterns.All the analytical results are demonstrated by numerical simulations. | Yimin Chen Jicheng Tao Yazhou Han Manjun Ma | 2023 | International Journal of Biomathematics2023，16，3： | 0 |
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