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首页> 外文期刊>Physical review, E >Elucidating distinct ion channel populations on the surface of hippocampal neurons via single-particle tracking recurrence analysis
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Elucidating distinct ion channel populations on the surface of hippocampal neurons via single-particle tracking recurrence analysis

机译:通过单颗粒跟踪复发分析阐明海马神经元表面上的不同离子通道群

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摘要

Protein and lipid nanodomains are prevalent on the surface of mammalian cells. In particular, it has been recentlyrecognized that ion channels assemble into surface nanoclusters in the soma of cultured neurons. However, theinteractions of these molecules with surface nanodomains display a considerable degree of heterogeneity. Here,we investigate this heterogeneity and develop statistical tools based on the recurrence of individual trajectories toidentify subpopulations within ion channels in the neuronal surface.We specifically study the dynamics of the K+channelKv1.4 and the Na+ channelNav1.6 on the surface of cultured hippocampal neurons at the single-moleculelevel. We find that both these molecules are expressed in two different forms with distinct kinetics with regardsto surface interactions, emphasizing the complex proteomic landscape of the neuronal surface. Further, the toolspresented in this work provide new methods for the analysis of membrane nanodomains, transient confinement,and identification of populations within single-particle trajectories.
机译:蛋白质和脂质纳米瘤在哺乳动物细胞表面上普遍存在。特别是,最近被认为离子通道组装成培养神经元的SOMA中的表面纳米细胞。然而,具有表面纳米瘤的这些分子的互动筛选具有相当程度的异质性。在这里,我们研究了这种异质性,并基于各个轨迹的复发来开发统计工具,在神经元表面中的离子通道内的群体中的复发。我们专门研究K + Channkv1.4和Na + ChannelNav1.6在培养的表面上的动力学在单分子细胞的海马神经元。我们发现这两种分子都以两种不同的形式表达,具有视线相互作用的不同动力学,强调神经元表面的复杂蛋白质组景观。此外,本作作品中的工具提出了用于分析膜纳米型,瞬态限制和单粒子轨迹内群体的新方法。

著录项

  • 来源
    《Physical review, E》 |2017年第2期|共9页
  • 作者单位

    Faculty of Pure and Applied Mathematics Hugo Steinhaus Center Wroc?aw University of Science and Technology 50-370 Wroc?aw Poland;

    Faculty of Pure and Applied Mathematics Hugo Steinhaus Center Wroc?aw University of Science and Technology 50-370 Wroc?aw Poland;

    Faculty of Pure and Applied Mathematics Hugo Steinhaus Center Wroc?aw University of Science and Technology 50-370 Wroc?aw Poland;

    Department of Biomedical Sciences Colorado State University Fort Collins Colorado 80523 USA;

    Department of Biomedical Sciences Colorado State University Fort Collins Colorado 80523 USA;

    Department of Biomedical Sciences Colorado State University Fort Collins Colorado 80523 USA;

    Department of Electrical and Computer Engineering Colorado State University Fort Collins Colorado 80523 USA;

  • 收录信息
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 统计物理学;等离子体物理学;流体力学;
  • 关键词

    Elucidating; distinct; channel;

    机译:阐明;截然不同;频道;

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