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Institution

Jimei University

EducationAmoy, China
About: Jimei University is a education organization based out in Amoy, China. It is known for research contribution in the topics: Computer science & Population. The organization has 4645 authors who have published 4293 publications receiving 42239 citations. The organization is also known as: Jíměi Dàxué.


Papers
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Journal ArticleDOI
Ting Zhang1, Ke Fang1, Hui Ni1, Ting Li1, Li Jun Li1, Qing Biao Li1, Feng Chen2 
TL;DR: The synergistic action of β-glucosidases and β-xylosidase provides new clues to the production of instant green tea infusions with high aroma quality.

30 citations

Journal ArticleDOI
TL;DR: In this paper, the authors consider the extremal graphs in U n + with respect to both the Estrada index of themselves and the Kirchhoff index of their complements.

30 citations

Journal ArticleDOI
TL;DR: In this article, the authors developed a method, named "Sonication and Extrusion-assisted Active Loading" (SEAL), for effective and stable drug encapsulation of extracellular vesicles.
Abstract: Extracellular vesicles (EVs) have demonstrated unique advantages in serving as nanocarriers for drug delivery, yet the cargo encapsulation efficiency is far from expectation, especially for hydrophilic chemotherapeutic drugs. Besides, the intrinsic heterogeneity of EVs renders it difficult to evaluate drug encapsulation behaviour. Inspired by the active drug loading strategy of liposomal nanomedicines, here we report the development of a method, named "Sonication and Extrusion-assisted Active Loading" (SEAL), for effective and stable drug encapsulation of EVs. Using doxorubicin-loaded milk-derived EVs (Dox-mEVs) as the model system, sonication was applied to temporarily permeabilize the membrane, facilitating the influx of ammonium sulfate solution into the lumen to establish the transmembrane ion gradient essential for active loading. Along with extrusion to downsize large mEVs, homogenize particle size and reshape the nonspherical or multilamellar vesicles, SEAL showed around 10-fold enhancement of drug encapsulation efficiency compared with passive loading. Single-particle analysis by nano-flow cytometry was further employed to reveal the heterogeneous encapsulation behaviour of Dox-mEVs which would otherwise be overlooked by bulk-based approaches. Correlation analysis between doxorubicin auto-fluorescence and the fluorescence of a lipophilic dye DiD suggested that only the lipid-enclosed particles were actively loadable. Meanwhile, immunofluorescence analysis revealed that more than 85% of the casein positive particles was doxorubicin free. These findings further inspired the development of the lipid-probe- and immuno-mediated magnetic isolation techniques to selectively remove the contaminants of non-lipid enclosed particles and casein assemblies, respectively. Finally, the intracellular assessments confirmed the superior performance of SEAL-prepared mEV formulations, and demonstrated the impact of encapsulation heterogeneity on therapeutic outcome. The as-developed cargo-loading approach and nano-flow cytometry-based characterization method will provide an instructive insight in the development of EV-based delivery systems.

30 citations

Journal ArticleDOI
TL;DR: In this article, a finite difference method of tunable accuracy for fractional differential equations (FDEs) with end-point singularities is developed, where modified weighted shifted Grunwald-Letnikov (WSGL) formulas are proposed to approximate the left and right Riemann-Liouville fractional operators, which show better accuracy than the original WSGL formulas, due to the use of the correction terms.

30 citations

Journal ArticleDOI
TL;DR: In this paper, a complete set of local sum rules for distance-regular graphs is given, which are used to compute the resistance distance of an arbitrary graph, especially for chemical graphs.
Abstract: In [D.J. Klein, Croat. Chem. Acta. 75(2), 633 (2002)] Klein established a number of sum rules to compute the resistance distance of an arbitrary graph, especially he gave a specific set of local sum rules that determined all resistance distances of a graph (saying the set of local sum rules is complete). Inspired by this result, we give another complete set of local rules, which is simple and also efficient, especially for distance-regular graphs. Finally some applications to chemical graphs (for example the Platonic solids as well as their vertex truncations, which include the graph of Buckminsterfullerene and the graph of boron nitride hetero-fullerenoid B 12 N 12) are made to illustrate our approach.

30 citations


Authors

Showing all 4696 results

NameH-indexPapersCitations
Feng Wang107113664644
Feng Chen95213853881
Jing Feng5447611869
Duong D. Do5155815365
Yanqiang Huang491428194
Quansheng Chen483047583
Qingbiao Li432547881
Fuwen Yang412017371
Pin Nie402265484
David Machin361085647
Lin Xu32723521
Xiaomei Chen32763762
Tao Wu321543007
Min-Jie Cao301663056
Fuhang Song29871941
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Performance
Metrics
No. of papers from the Institution in previous years
YearPapers
202327
202299
2021593
2020516
2019386
2018267