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Isolation and Characterization of Pepsin-Solubilized Collagen from the Skin of Black Carp (<i>Mylopharyngdon piceus</i>) 被引量:3
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作者 Guo Ping Wu xiao ming wang +2 位作者 Li Ping Lin Su Hua Chen Qing Qing Wu 《Advances in Bioscience and Biotechnology》 2014年第7期642-650,共9页
To make more effective use of underutilized resources, pepsin-solubilized collagen (PSC) was successfully extracted from the skin of black carp (Mylopharyngdon piceus) with a yield of 45.7% based on dry weight. The PS... To make more effective use of underutilized resources, pepsin-solubilized collagen (PSC) was successfully extracted from the skin of black carp (Mylopharyngdon piceus) with a yield of 45.7% based on dry weight. The PSC comprising two identical α1-chains and one α2-chain with no disulfide bond was characterized as type I, and it contained 195 imino acid residues vs. 1000 amino acid residues. The collagen showed an absorption edge around 218 nm, which was lower than the maximum absorption wavelength of other PSC. The denaturation temperature of PSC was 25.6°C, which was lower than that of porcine collagen by approximately 11°C. The isoelectric point (pI) was estimated to be 8.23, and the collagen was soluble at an acidic pH as well as below 40 g/L NaCl. It is thought that the high yield and stability of PSC from the skin of black carp warrant its application as a new source of collagen for industrial purposes. 展开更多
关键词 Pepsin-Solubilized COLLAGEN (PSC) Characterization Black CARP Fish SKIN
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广义扩张的Schrodinger-Virasoro代数的二上同调群
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作者 王晓明 王松 《数学学报(中文版)》 CSCD 北大核心 2023年第4期753-762,共10页
假设F是特征为0的域,Γ是F上的一个加法子群,域F上的元s满足s■Γ但2s∈Γ.我们定义了一类无限维李代数W[Γ,s],称之为广义扩张的Schrodinger-Virasoro代数.本文确定了W[Γ,s]上的所有二上同调群.
关键词 Schrodinger-Virasoro代数 二上循环 二上同调群
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On Douglas General(α,β)-metrics
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作者 xiao ming wang Ben Ling LI 《Acta Mathematica Sinica,English Series》 SCIE CSCD 2017年第7期951-968,共18页
Douglas metrics are metrics with vanishing Douglas curvature which is an important projective invariant in Finsler geometry. To find more Douglas metrics, in this paper we consider a class of Finsler metrics called ge... Douglas metrics are metrics with vanishing Douglas curvature which is an important projective invariant in Finsler geometry. To find more Douglas metrics, in this paper we consider a class of Finsler metrics called general (α, β)-metrics, which are defined by a Riemannian metric and a . We obtain the differential equations that characterizes these metrics with vanishing Douglas curvature. By solving the equivalent PDEs, the metrics in this class are totally determined. Then many new Douglas metrics are constructed. 展开更多
关键词 Finsler metric general (α β)-metrics Douglas metric Douglas curvature
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