Faculty of Mathematics and Natural Sciences, Cardinal Stefan Wyszynski University, Warsaw, Poland.
Center for Genome Architecture, Department of Molecular and Human Genetics, Baylor College of Medicine, Houston, Texas, USA.
Protein Sci. 2024 Sep;33(9):e5133. doi: 10.1002/pro.5133.
We study and characterize the topology of connectivity circuits observed in natively folded protein structures whose coordinates are deposited in the Protein Data Bank (PDB). Polypeptide chains of some proteins naturally fold into unique knotted configurations. Another kind of nontrivial topology of polypeptide chains is observed when, in addition to covalent bonds connecting consecutive amino acids in polypeptide chains, one also considers disulfide and ionic bonds between non-consecutive amino acids. Bonds between non-consecutive amino acids introduce bifurcation points into connectivity circuits defined by bonds between consecutive and nonconsecutive amino acids in analyzed proteins. Circuits with bifurcation points can form θ-curves with various topologies. We catalog here the observed topologies of θ-curves passing through bridges between consecutive and non-consecutive amino acids in studied proteins.
我们研究并描述了天然折叠蛋白质结构中观察到的连接电路的拓扑结构,这些蛋白质的坐标都存储在蛋白质数据库(PDB)中。一些蛋白质的多肽链自然折叠成独特的打结构型。当除了连接多肽链中连续氨基酸的共价键之外,还考虑多肽链中非连续氨基酸之间的二硫键和离子键时,另一种非平凡的多肽链拓扑结构就会出现。非连续氨基酸之间的键在由分析蛋白质中连续和非连续氨基酸之间的键定义的连接电路中引入了分支点。具有分支点的电路可以形成具有各种拓扑结构的θ曲线。我们在这里对通过研究蛋白质中连续和非连续氨基酸之间的桥接的θ曲线的观察到的拓扑结构进行了编目。