首页> 外文期刊>Journal of Integrative Neuroscience >ON THE INTEGRATION OF PHYSIOLOGICAL MECHANISMS IN THE NERVOUS TISSUE USING THE MTIP: SYNAPTIC PLASTICITY DEPENDING ON NEURONS-ASTROCYTES-CAPILLARIES INTERACTIONS
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ON THE INTEGRATION OF PHYSIOLOGICAL MECHANISMS IN THE NERVOUS TISSUE USING THE MTIP: SYNAPTIC PLASTICITY DEPENDING ON NEURONS-ASTROCYTES-CAPILLARIES INTERACTIONS

机译:MTIP整合神经组织中的生理机制:取决于神经元,星形胶质细胞-毛细血管相互作用的突触可塑性

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摘要

The objective in this work is twofold: (i) to illustrate the use of the Mathematical Theory of Integrative Physiology (MTIP) [13], that is a general theory and practical method for the systematic and progressive mathematical integration of physiological mechanisms; (ii) to study a complex neurobiological system taken as an example, i.e., the synaptic plasticity depending on brain activity, on astrocytic and neuronal metabolism, and on brain hemodynamics. The functional organization of the nervous tissue is presented in the framework of the MTIP, the ultimate objective being the study of learning and memory by coupling the three networks of neurons, astrocytes and capillaries. Specifically in this paper, we study the influence of the variation of capillaries arterial oxygen on the induction of LTP/LTD by coupling validated mathematical models of AMPA, NMDA, VDCC channels, calcium current in the dendritic spine, vesicular glutamate dynamics in the presynaptic bouton derived from glycolysis and neuronal glucose, mitochondrial respiration, Ca/Na pumps, glycolysis, and calcium dynamics in the astrocytes, hemodynamics of the capillaries. The integration of all these models is discussed by claiming the advantages of using a common framework and a specific dedicated computing system, PhysioMatica™.
机译:这项工作的目的是双重的:(i)说明整合生理学数学理论(MTIP)[13]的使用,这是对生理机制进行系统和渐进式数学整合的一般理论和实用方法; (ii)以复杂的神经生物学系统为例,即取决于大脑活动,星形细胞和神经元代谢以及大脑血液动力学的突触可塑性。神经组织的功能组织是在MTIP的框架内提出的,最终目的是通过耦合神经元,星形胶质细胞和毛细血管的三个网络来学习和记忆。特别是在本文中,我们通过耦合经过验证的AMPA,NMDA,VDCC通道,树突棘中的钙电流,突触前肉囊中的囊状谷氨酸动力学研究耦合毛细血管动脉氧气变化对LTP / LTD诱导的影响。来源于糖酵解和神经元葡萄糖,线粒体呼吸,Ca / Na泵,糖酵解和星形胶质细胞中的钙动力学,毛细血管的血液动力学。通过声称使用通用框架和特定的专用计算系统PhysioMatica™的优点来讨论所有这些模型的集成。

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