Newcomb-Benford Law in Neuromuscular Transmission: Validation at Hyperkalemic Conditions

Adriano Silva, Sergio Floquet, Ricardo Lima
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Abstract

Recently, we demonstrated the validity of anomalous numbers law, known as Newcomb-Benford's law, at the mammalian neuromuscular transmission, considering different extracellular calcium concentrations arXiv:2002.01986. The present work continues to examine how alterations in extracellular solution modulate the first digit law in the context of the spontaneous release of acetylcholine from the neuromuscular junction. We investigated if the intervals of miniature potentials collected at the neuromuscular junction obey the law in a hyperkalemic environment. The analysis showed that the interval between the miniature potentials at high potassium concentrations follows Newcomb-Benford's law. Also, our data allowed us to uncover a conformity fluctuation as a function of the number of intervals of the miniature potentials. Finally, we discuss the biophysical implications of the present findings.
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神经肌肉传递中的Newcomb-Benford定律:在高钾血症条件下的验证
最近,我们证明了反常数定律的有效性,即newcomb - benford定律,在哺乳动物神经肌肉传递中,考虑到不同的细胞外钙浓度[xiv:2002.01986]。目前的工作继续研究细胞外溶液的改变如何在神经肌肉连接处自发释放乙酰胆碱的情况下调节第一指律。我们研究了在高钾环境下,神经肌肉连接处收集的微电位间隔是否遵循规律。分析表明,在高钾浓度下,微电位之间的间隔遵循Newcomb-Benford定律。此外,我们的数据使我们能够发现作为微型电位间隔数的函数的一致性波动。最后,我们讨论了本研究结果的生物物理意义。
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