摘要
用二维延时重构技术重构了脑干听觉诱发电位(BAEP)时间序列,并用Grassberger-procaccia算法计算了正常人与有听觉障碍病人的关联积分C(r).结果表明在局部线性区域,病人的关联维数D2较正常人偏高,两者的D2均不收敛.Mackey-Glass方程的数值模拟表明噪声不是影响D2的根本原因.因此,BAEP信号不是一个稳定的混沌吸引子,D2不能作为临床识别的标准.
The time series of BAEP are reconstructed by the technique of two-dimension tine delay.Grass berger Procaccica algorithm is used to calculate the correlation integrals C(r) of a normal person and apatient who has auditory hindrance.The results indicate correlation dimension D2 for a patient is higherthan that of a normal person in local hear liegion and their D2 can't converge.The numberical simulation of Mackey-Glass equation shows noise is not the essential reason affecting D2.Therefore,BAEPsignals can't be a stable chaotic attractor and D2 can't be taken as a criterion of clinical recognition.
出处
《西南师范大学学报(自然科学版)》
CAS
CSCD
1996年第2期145-150,共6页
Journal of Southwest China Normal University(Natural Science Edition)
关键词
二维延时重构
BAEP
脑电分析
关联维数
chaos
brainstem auditory evoked potential
reconstruction of two-dimcnsion a timedclay
correlation integrals
chaotic attactors