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Published on: March 12, 2019
Multiple linear analysis methods for the quantification of irreversibly binding radiotracers
Su Jin Kim1, Jae Sung Lee, Yu Kyeong Kim
1Department of Nuclear Medicine, College of Medicine and Institute of Radiation Medicine, Medical Research Center, Seoul National University, Seoul, Korea.
Multiple linear analysis for irreversible radiotracers (MLAIR) offers an alternative to Gjedde-Patlak graphical analysis for quantifying irreversible radioligands. MLAIR2 provides improved image quality and statistical power compared to GPGA.
Area of Science:
- Nuclear medicine
- Radiochemistry
- Pharmacokinetics
Background:
- Gjedde-Patlak graphical analysis (GPGA) is a standard method for quantifying irreversible radioligand uptake.
- GPGA has limitations in estimating net accumulation (K(in)) for certain tracers.
Purpose of the Study:
- To introduce and evaluate Multiple Linear Analysis for Irreversible Radiotracers (MLAIR) as an alternative to GPGA.
- To compare the performance of MLAIR with GPGA using both simulated and real positron emission tomography (PET) data.
Main Methods:
- Derivation of two multiple linear regression models (MLAIR1 and MLAIR2) from the two-tissue compartment model with irreversible binding.
- Computer simulations to assess bias and uncertainty of K(in) estimates.
- Application to real [(11)C]MeNTI PET data and comparison with nonlinear least squares (NLS) and GPGA.
Main Results:
- MLAIR1 yielded less biased K(in) estimates but higher uncertainty with noisy data.
- MLAIR2 demonstrated increased robustness against variability but with increased bias.
- MLAIR2 parametric images showed superior quality and improved statistical power for voxelwise comparisons over GPGA.
- Both MLAIR methods correlated well with NLS estimates on real PET data.
Conclusions:
- MLAIR, particularly MLAIR2, presents advantages over GPGA for quantifying irreversible radiotracers.
- MLAIR2 offers improved image quality and statistical power, making it a valuable alternative for PET data analysis.
- The MLAIR approaches provide a robust and effective alternative for pharmacokinetic modeling in nuclear medicine.
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