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A hybrid deconvolution approach for estimation of in vivo non-displaceable binding for brain PET targets without a reference region
BACKGROUND AND AIM: Estimation of a PET tracer’s non-displaceable distribution volume (V(ND)) is required for quantification of specific binding to its target of interest. V(ND) is generally assumed to be comparable brain-wide and is determined either from a reference region devoid of the target, of...
Autores principales: | , , |
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Formato: | Online Artículo Texto |
Lenguaje: | English |
Publicado: |
Public Library of Science
2017
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Materias: | |
Acceso en línea: | https://www.ncbi.nlm.nih.gov/pmc/articles/PMC5411064/ https://www.ncbi.nlm.nih.gov/pubmed/28459878 http://dx.doi.org/10.1371/journal.pone.0176636 |
Sumario: | BACKGROUND AND AIM: Estimation of a PET tracer’s non-displaceable distribution volume (V(ND)) is required for quantification of specific binding to its target of interest. V(ND) is generally assumed to be comparable brain-wide and is determined either from a reference region devoid of the target, often not available for many tracers and targets, or by imaging each subject before and after blocking the target with another molecule that has high affinity for the target, which is cumbersome and involves additional radiation exposure. Here we propose, and validate for the tracers [(11)C]DASB and [(11)C]CUMI-101, a new data-driven hybrid deconvolution approach (HYDECA) that determines V(ND) at the individual level without requiring either a reference region or a blocking study. METHODS: HYDECA requires the tracer metabolite-corrected concentration curve in blood plasma and uses a singular value decomposition to estimate the impulse response function across several brain regions from measured time activity curves. HYDECA decomposes each region’s impulse response function into the sum of a parametric non-displaceable component, which is a function of V(ND), assumed common across regions, and a nonparametric specific component. These two components differentially contribute to each impulse response function. Different regions show different contributions of the two components, and HYDECA examines data across regions to find a suitable common V(ND). HYDECA implementation requires determination of two tuning parameters, and we propose two strategies for objectively selecting these parameters for a given tracer: using data from blocking studies, and realistic simulations of the tracer. Using available test-retest data, we compare HYDECA estimates of V(ND) and binding potentials to those obtained based on V(ND) estimated using a purported reference region. RESULTS: For [(11)C]DASB and [(11)C]CUMI-101, we find that regardless of the strategy used to optimize the tuning parameters, HYDECA provides considerably less biased estimates of V(ND) than those obtained, as is commonly done, using a non-ideal reference region. HYDECA test-retest reproducibility is comparable to that obtained using a V(ND) determined from a non-ideal reference region, when considering the binding potentials BP(P) and BP(ND). CONCLUSIONS: HYDECA can provide subject-specific estimates of V(ND) without requiring a blocking study for tracers and targets for which a valid reference region does not exist. |
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