Tsai_2015_Comput.Math.Methods.Med_2015_953868

Reference

Title : A Novel Application of Multiscale Entropy in Electroencephalography to Predict the Efficacy of Acetylcholinesterase Inhibitor in Alzheimer's Disease - Tsai_2015_Comput.Math.Methods.Med_2015_953868
Author(s) : Tsai PH , Chang SC , Liu FC , Tsao J , Wang YH , Lo MT
Ref : Comput Math Methods Med , 2015 :953868 , 2015
Abstract :

Alzheimer's disease (AD) is the most common form of dementia. According to one hypothesis, AD is caused by the reduced synthesis of the neurotransmitter acetylcholine. Therefore, acetylcholinesterase (AChE) inhibitors are considered to be an effective therapy. For clinicians, however, AChE inhibitors are not a predictable treatment for individual patients. We aimed to disclose the difference by biosignal processing. In this study, we used multiscale entropy (MSE) analysis, which can disclose the embedded information in different time scales, in electroencephalography (EEG), in an attempt to predict the efficacy of AChE inhibitors. Seventeen newly diagnosed AD patients were enrolled, with an initial minimental state examination (MMSE) score of 18.8 +/- 4.5. After 12 months of AChE inhibitor therapy, 7 patients were responsive and 10 patients were nonresponsive. The major difference between these two groups is Slope 2 (MSE6 to 20). The area below the receiver operating characteristic (ROC) curve of Slope 2 is 0.871 (95% CI = 0.69-1). The sensitivity is 85.7% and the specificity is 60%, whereas the cut-off value of Slope 2 is -0.024. Therefore, MSE analysis of EEG signals, especially Slope 2, provides a potential tool for predicting the efficacy of AChE inhibitors prior to therapy.

PubMedSearch : Tsai_2015_Comput.Math.Methods.Med_2015_953868
PubMedID: 26120358

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Citations formats

Tsai PH, Chang SC, Liu FC, Tsao J, Wang YH, Lo MT (2015)
A Novel Application of Multiscale Entropy in Electroencephalography to Predict the Efficacy of Acetylcholinesterase Inhibitor in Alzheimer's Disease
Comput Math Methods Med 2015 :953868

Tsai PH, Chang SC, Liu FC, Tsao J, Wang YH, Lo MT (2015)
Comput Math Methods Med 2015 :953868