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Bootstrap resampling method to estimate confidence intervals of activation-induced CBF changes using laser Doppler
Sridhar S Kannurpatti1, Bharat B Biswal
1Department of Radiology, UMDNJ-New Jersey Medical School, ADMC Bldg 5, Suite 575, Bergen Street, Newark, NJ 07103, USA.
Journal of Neuroscience Methods
|June 7, 2005
Summary
Bootstrap resampling with confidence intervals enhances detection of cerebral blood flow (CBF) changes using Laser Doppler imaging (LDI). This method improves accuracy in noisy conditions, increasing active pixel identification by 45%.
Area of Science:
- Neuroscience
- Biomedical Engineering
- Signal Processing
Background:
- Laser Doppler imaging (LDI) signal and noise characteristics vary with vascular caliber and are non-stationary.
- Conventional statistical methods assume constant noise and normal distribution, leading to inaccurate activation detection.
- Concatenating experimental data can introduce temporal noise variations.
Purpose of the Study:
- To apply bootstrap resampling with cross-correlation for pixel-by-pixel confidence interval estimation in LDI.
- To improve the detection of whisker activation-induced cerebral blood flow (CBF) changes.
- To overcome limitations of traditional methods in non-stationary noise environments.
Main Methods:
- Utilized bootstrap resampling in conjunction with cross-correlation analysis.
- Estimated confidence intervals on a pixel-by-pixel basis.
- Applied to analyze whisker activation-induced CBF changes in the cerebral cortex.
Main Results:
- Bootstrap resampling increased the number of detected active pixels by approximately 45% at a 95% confidence level compared to conventional cross-correlation.
- The detected pixels were predominantly in regions with intermediate and large baseline LDI flux and significant deviation from normality.
- This method proved effective in regions with high temporal noise variation and low contrast-to-noise ratio (CNR).
Conclusions:
- Bootstrap-based confidence intervals provide unbiased detection of CBF changes.
- This approach is particularly valuable for LDI data with non-stationary noise and non-normal distributions.
- Enhances the reliability of neurovascular coupling studies using LDI.