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Modeling anterograde and retrograde transport of short mobile microtubules from the site of axonal branch formation

机译:模拟从轴突分支形成部位的短流动微管的顺行和逆行运输。

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摘要

This theoretical research is motivated by a recent model of microtubule (MT) transport put forward by Baas and Mozgova (Cytoskeleton 69:416–425, ). According to their model, in an axon all plus-end-distal mobile MTs move anterogradely while all minus-end-distal mobile MTs move retrogradely. Retrograde MT transport thus represents a mechanism by which minus-end-distal MTs are removed from the axon. We suggested equations that implement Baas and Mozgova’s model. We employed these equations to simulate transport of short mobile MTs from a region (such as the site of axonal branch formation) where MT severing activity results in generation of a large number of short MTs of both orientations. We obtained the exact and approximate transient solutions of these equations utilizing the Laplace transform technique. We applied the obtained solutions to calculate the average rates of anterograde and retrograde transport of short MTs.
机译:这项理论研究是由Baas和Mozgova(Cytoskeleton 69:416-425,)提出的一种最新的微管运输模型所激发的。根据他们的模型,在轴突中,所有正向-远端移动MT都逆行,而所有正向-远端移动MT都逆行。因此,逆行MT运输代表了一种机制,通过该机制,从轴突上去除了负端远的MT。我们提出了可以实现Baas和Mozgova模型的方程式。我们使用这些方程来模拟短移动MT从某个区域(例如轴突分支形成部位)的运输,该区域的MT切断活动导致生成大量两个方向的短MT。我们利用拉普拉斯变换技术获得了这些方程的精确和近似瞬态解。我们应用获得的解决方案来计算短MT的顺行和逆行运输的平均速率。

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