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2,4-Dinitrophenol Downregulates Genes for Diabetes and Fatty Liver in Obese Mice 被引量:2
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作者 Qian Gao Jiang He +1 位作者 Tao Liao qingping zeng 《Journal of Biosciences and Medicines》 2015年第9期44-51,共8页
Whether obesity is a disease or a risk factor of metabolic diseases including type 2 diabetes and fatty liver remains debating, we report here that a high-fat diet (HFD) alone or HFD-combined intramuscular injection w... Whether obesity is a disease or a risk factor of metabolic diseases including type 2 diabetes and fatty liver remains debating, we report here that a high-fat diet (HFD) alone or HFD-combined intramuscular injection with a high dose (1.2 mg/kg) of lipopolysaccharide (LPS) induces mouse peripheral noninflammatory obesity. In contrast, HFD-combined intraperitoneal injection with a low dose (0.25 mg/kg) of LPS induces mouse visceral low-grade inflammatory obesity. While the noninsulin-dependent diabetes mellitus (NIDDM) and nonalcoholic fatty liver disease (NAFLD)- related genes are globally upregulated in HFD + low-dose LPS mice, NIDDM and NAFLD genes are not extensively upregulated in HFD + high-dose LPS mice. The mitochondrial uncoupler 2,4-dini- trophenol (DNP) in the dosage of 16 mg/kg was found to exert a weight-reducing effect in obese mice by compromising NF-κB-primed inflammatory responses, thereby down regulating NIDDM and NAFLD genes. Conclusively, mouse visceral low-grade inflammatory obesity that predisposes NIDDM and NAFLD can be ameliorated by DNP via anti-inflammation. 展开更多
关键词 Obesity Metabolic Disease LOW-GRADE Inflammation 2 4-Dinitrophenol ANTI-INFLAMMATION
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On Power Finite Rank Operators
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作者 qingping zeng Zhenying WU 《Journal of Mathematical Research with Applications》 CSCD 2019年第4期378-382,共5页
An operator F ∈ B(X) is called power finite rank if F^n is of finite rank for some n ∈ N.In this note, we provide several interesting characterizations of power finite rank operators. In particular, we show that the... An operator F ∈ B(X) is called power finite rank if F^n is of finite rank for some n ∈ N.In this note, we provide several interesting characterizations of power finite rank operators. In particular, we show that the class of power finite rank operators is the intersection of the class of Riesz operators and the class of operators with eventual topological uniform descent. 展开更多
关键词 POWER finite rank OPERATOR DRAZIN invertible eventual TOPOLOGICAL uniform DESCENT RIESZ OPERATOR
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Local Spectral Properties under Perturbations
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作者 qingping zeng 《Journal of Mathematical Research with Applications》 CSCD 2015年第2期211-214,共4页
It is shown that local spectral properties such as the single-valued extension prop- erty, Dunford's property (C), Bishop's property (β), the decomposition property (δ), or de- composability are stable under... It is shown that local spectral properties such as the single-valued extension prop- erty, Dunford's property (C), Bishop's property (β), the decomposition property (δ), or de- composability are stable under commuting perturbations whose spectra are finite. 展开更多
关键词 Local spectral property PERTURBATION algebraic operator
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