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Entropy: a way to quantify complexity in calcium dynamics

机译:熵:一种量化钙动力学复杂性的方法

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Ca~(2+) is an intracdlular signal that can regulate many cellular functions. It is at the basis of the communication of different cellular populations, as astrocytes. Astrocytes are ceils of the brain endowed with supportive functions towards neurons. They also regulate and control neuronal activity. In this paper, we employed Shannon entropy to quantify the complexity of calcium dynamics in astrocyte cultures. We exploited astrocyte fluorescence recordings, reporting calcium activity before and after Ionomycin stimulation. The use of an original algorithm for the construction of Entropy Maps allowed us to infer the non-linear characteristics of calcium dynamics. The implemented method highlights a different level of complexity hi the behavior of the nucleus, if compared to the surrounding compartments. Moreover the wave spreading modifies the unpredictability of calcium activity in the culture.
机译:Ca〜(2+)是可调节许多细胞功能的细胞内信号。它是星形胶质细胞在不同细胞群之间交流的基础。星形胶质细胞是赋予神经元支持功能的大脑细胞。它们还调节和控制神经元活动。在本文中,我们利用香农熵来量化星形胶质细胞培养物中钙动力学的复杂性。我们利用星形胶质细胞的荧光记录,报告了碘霉素刺激前后的钙活性。使用原始算法构建熵图使我们能够推断出钙动力学的非线性特征。与周围的隔室相比,所实现的方法在核行为方面突出了不同程度的复杂性。此外,波传播改变了培养物中钙活性的不可预测性。

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