Brain Connectivity Laboratory, Department of Neuroscience and Neurorehabilitation, IRCCS San Raffaele Roma, Via Val Cannuta, 247, 00166, Rome, Italy.
Department of Theoretical and Applied Sciences, eCampus University, Novedrate, Como, Italy.
Geroscience. 2024 Dec;46(6):5537-5557. doi: 10.1007/s11357-024-01185-1. Epub 2024 May 22.
In recent decades, entropy measures have gained prominence in neuroscience due to the nonlinear behaviour exhibited by neural systems. This rationale justifies the application of methods from the theory of nonlinear dynamics to cerebral activity, aiming to detect and quantify its variability more effectively. In the context of electroencephalogram (EEG) signals, entropy analysis offers valuable insights into the complexity and irregularity of electromagnetic brain activity. By moving beyond linear analyses, entropy measures provide a deeper understanding of neural dynamics, particularly pertinent in elucidating the mechanisms underlying brain aging and various acute/chronic-progressive neurological disorders. Indeed, various pathologies can disrupt nonlinear structuring in neural activity, which may remain undetected by linear methods such as power spectral analysis. Consequently, the utilization of nonlinear tools, including entropy analysis, becomes crucial for capturing these alterations. To establish the relevance of entropy analysis and its potential to discern between physiological and pathological conditions, this review discusses its diverse applications in studying healthy brain aging and neurodegenerative diseases, including Alzheimer's disease (AD) and Parkinson's disease (PD). Various entropy parameters, such as approximate entropy (ApEn), sample entropy (SampEn), multiscale entropy (MSE), and permutation entropy (PermEn), are analysed within this context. By quantifying the complexity and irregularity of EEG signals, entropy analysis may serve as a valuable biomarker for early diagnosis, treatment monitoring, and disease management. Such insights offer clinicians crucial information for devising personalized treatment and rehabilitation plans tailored to individual patients.
近几十年来,由于神经网络表现出的非线性行为,熵测度在神经科学中得到了重视。这一原理证明了将非线性动力学理论中的方法应用于大脑活动是合理的,旨在更有效地检测和量化其可变性。在脑电图 (EEG) 信号的背景下,熵分析为电磁脑活动的复杂性和不规则性提供了有价值的见解。通过超越线性分析,熵测度提供了对神经动力学的更深入理解,特别是在阐明大脑衰老和各种急性/慢性进行性神经障碍的机制方面。事实上,各种病理可以破坏神经活动中的非线性结构,而线性方法(如功率谱分析)可能无法检测到这些结构。因此,使用包括熵分析在内的非线性工具对于捕捉这些变化至关重要。为了确定熵分析的相关性及其区分生理和病理条件的潜力,本综述讨论了它在研究健康大脑衰老和神经退行性疾病(包括阿尔茨海默病 (AD) 和帕金森病 (PD))中的各种应用。在这种情况下,分析了各种熵参数,如近似熵 (ApEn)、样本熵 (SampEn)、多尺度熵 (MSE) 和排列熵 (PermEn)。通过量化 EEG 信号的复杂性和不规则性,熵分析可以作为早期诊断、治疗监测和疾病管理的有价值的生物标志物。这些见解为临床医生提供了制定针对个体患者的个性化治疗和康复计划的关键信息。