Higher biologic systems operate far from equilibrium resulting in order, complexity, fluctuation of inherent parameters, and dissipation of energy. According to the decomplexification theory, disease is characterized by a loss of system complexity. We analyzed such complexity in patients after subarachnoid hemorrhage (SAH), by applying the standard technique of variability analysis and the novel method of fractal analysis to middle cerebral artery blood flow velocity (FV) and arterial blood pressure (ABP). In 31 SAH -patients, FV (using transcranial Doppler sonography) and direct ABP were measured. The standard deviations (s.d.) and coefficients of variation (CV=relative s.d.) for FV and ABP time series of length 210 secs were calculated as measures of variability. The spectral index βlow and the Hurst coefficient HbdSWV were analyzed as fractal measures. Outcome was assessed 1 year after SAH according to the Glasgow Outcome Scale (GOS). Both FV (βlow=2.2±0.4, mean±s.d.) and ABP (βlow=2.3±0.4) were classified as nonstationary (fractal Brownian motion) signals. FV showed significantly (P<0.05) higher variability (CV=7.2±2.5%) and Hurst coefficient (HbdSWV=0.26±0.13) as compared with ABP (CV=5.5±2.7%, HbdSWV=0.19±0.11). Better outcome (GOS) correlated significantly (P<0.05) with higher s.d. of FV (Spearman's rs=0.51, rs2=0.26) and ABP (r s=0.57, rs2=0.32), as well as with a higher Hurst coefficient of ABP (rs=0.46, rs2=0.21). Cerebral vasospasm reduced CV of FV, but left HbdSWV unchanged. FV and ABP fluctuated markedly despite homeostatic control. A reduced variability of FV and ABP might indicate a loss of complexity and was associated with a less favorable outcome. Therefore, the decomplexification theory of illness may apply to SAH. © 2008 ISCBFM All rights reserved.
CITATION STYLE
Soehle, M., Czosnyka, M., Chatfield, D. A., Hoeft, A., & Peña, A. (2008). Variability and fractal analysis of middle cerebral artery blood flow velocity and arterial blood pressure in subarachnoid hemorrhage. Journal of Cerebral Blood Flow and Metabolism, 28(1), 64–73. https://doi.org/10.1038/sj.jcbfm.9600506
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