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Huang, Q.

Mayo Clinic

Fudan University

Citations 2

Every Centiloid, from Everywhere, All at Once
Snyder, Heather M. , Apostolova, Liana G., Bombois, Stéphanie, Bourgeat, Pierrick, Braskie, Meredith N. , Carrillo, Maria, Casaletto, Kaitlin B, Chang, C. -C., Chang, Hsin‐I., Chao, Yishu , Chetelat, Gaël, Collij, Lyduine E., Dickerson, Brad C., Dubois, Bruno, Valdez, Alfonso Fajardo, Farrar, Gill , Fortea, Juan M., Frisoni, Giovanni B, Gu, Yuna , Guo, Tengfei, Hansson, Oskar H., Huang, Q., Huang, Shu‐Hua , Ishii, Kenji, Jagust, William J., Kato, Takashi , Koeppe, R. A., Kramer, Joel H, Landau, Susan M., Landeau, Brigitte, Lee, Sangwon, Lopresti, Brian J. , Lowe, Val J. , Mao, Xiaoxie, March, Andrew, Masters, Colin L., Mézenge, Florence, Mormino, Elizabeth C. , Franquesa‐Mullerat, María , Nakamura, Akinori, O'Bryant, Sid E., Pappas, Ioannis G., Rowe, C. C., Schott, Jonathan M, Schwartz, Daniel L. , Schwarz, Christopher G, Seo, Sang Won, Shekari, Mahnaz, Smith, Ruben, Sokołowski, Andrzej , Soleimani‐Meigooni, David, Sperling, Reisa A., Sun, Pan , Toga, Arthur W., Vaillancourt, David E. , Flier, Wiesje M. van der, Vemuri, Prashanthi, Villain, Nicolas , Villemagne, Victor L., Villeneuve, Sylvia , Wang, Wei‐En, Weiner, Michael S. W., Xiao, Cally , Xie, Fang, Yoon, Yeojun, Yun, M R , Rabinovici, Gil D., Wang, Wei‐en , Blazhenets, Ganna , Apostolova, Liana G. , Asken, Breton M. , Bejanin, Alexandre , Bombois, Stéphanie , Bourgeat, Pierrick , Casaletto, Kaitlin B. , Cash, David M. , Chang, Hsin‐I , Chételat, Gaël , Coath, William , Collij, Lyduine , Colmant, Lise , Dickerson, Brad C., Dubois, Bruno , Fortea, Juan , Frisoni, Giovanni B. , Gardner, Raquel C. , Garibotto, Valentina , Guo, Tengfei , Hanseeuw, Bernard , Hansson, Oskar , Harrison, Theresa M. , Ishii, Kazunari , Jagust, William J. , Kramer, Joel H. , Landau, Susan, Landeau, Brigitte , Masters, Colin L. , Mézenge, Florence, Nakamura, Akinori , O’Bryant, Sid E. , Peretti, Débora Elisa , Quenon, Lisa , Salvadó, Gemma , Schott, Jonathan M. , Schwarz, Christopher G. , Seo, Sang Won , Shekari, Mahnaz , Silbert, Lisa C. , Sokolowski, Andrzej, Soleimani‐Meigooni, David N. , Sperling, Reisa Anne , Sun, Pan , Toga, Arthur W. , Giessen, Elsmarieke van de , Flier, Wiesje M. van der , Vemuri, Prashanthi , Villemagne, Victor L. , Weiner, Michael W. , Xie, Fang , Young, Christina B. , Rabinovici, Gil D. , Joie, Renaud La

Alzheimer's & Dementia | December 23, 2025 | Volume: 21 | Issue: S8 | Pages: No page available

10.1002/alz70862_110011 Get It

Abstract Background Ten years after the original publication, the Centiloid framework is now broadly used to harmonize amyloid‐PET quantification, facilitate data sharing and comparison across cohorts, and even assist visual interpretation in clinical settings. We evaluated the global implementation of Centiloids by comparing their distribution and corresponding positivity thresholds across cohorts. Methods We gathered data from publicly available cohorts and reached out to investigators across the world to collect cross‐sectional Centiloids, demographic and clinical information, and visual read data. Gaussian mixture models (GMM, k=2) were fitted to Centiloid values for each cohort and cutoffs were calculated as mean + 2SD of the lower Gaussian. When visual reads were available, we determined Centiloid cutoffs that maximized correspondence with visual reads (Cohen’s kappa). Data was combined across cohorts using random effects meta‐analyses. Results As of January 2025, we included 37 cohorts ( n = 41,678 participants) with heterogeneous pipelines, radiotracers, and clinical and demographic characteristics (Table‐1). The low Gaussian peaks ranged from ‐9 to 10CL; the meta‐analysis identified a common peak at 1CL. The second peaks were more heterogeneous (range=38‐102CL; meta‐analysis outcome=64CL). Across cohorts, the proportion of cognitively unimpaired versus impaired participants impacted the position of both peaks, with better separation in cohorts enriched in impaired individuals (Figure‐1C). The meta‐analysis indicated a GMM‐based cutoff of 19CL (95%CI: 16‐21CL, Figure‐1B); subgroup analyses showed no evidence of significant effect between single versus multicenter settings (17 versus 20CL, p = 0.30), MRI‐based or PET‐only processing (18 versus 19CL, p = 0.88), and no evidence of difference across radiotracers (Flutemetamol: 16CL; PIB: 17CL, Flutafuranol: 18CL, Florbetaben: 19CL, Florbetapir: 20CL, p = 0.78). In a subset of 29,496 participants with visual reads available, binary visual reads corresponded well to Centiloids (common kappa=0.86, Figure‐2A). The visual read‐based cutoff of 24CL (95%CI: 21‐27CL, Figure‐2B) maximized correspondence between visual read and quantification and was slightly higher than the GMM‐based cutoff. All meta‐analysis models showed high non‐random heterogeneity (I 2 >80%) across studies, suggesting non‐random differences in peaks and cutoffs. Conclusions Meta‐analysis‐based cutoffs align well with thresholds from the existing literature. High heterogeneity among studies underscores the need to investigate contributing factors, raising concerns about applying common cutoffs.
External Validation of Joint Propagation Model‐Based Tau PET CenTauR units
Leuzy, Antoine , Raket, Lars Lau, Villemagne, Victor L., Klein, Gregory , Tonietto, Matteo, Olafson, Emily, Baker, Suzanne L. , Saad, Ziad S., Bullich, Santiago , Lopresti, Brian J. , Sanabria, Sandra , Boada, Mercè, Charil, A., Collins, Emily C., Collins, Jessica, Gunn, Roger N. , Higuchi, Makoto, Hostetler, Eric D., Hutchison, R. Matthew, Iaccarino, Leonardo, Insel, Philip S., Irizarry, Michael C., Jack, C. R., Jagust, William J., Johnson, Keith A., Johnson, Sterling C., Karten, Yashmin, Marquié, Marta, Mathotaarachchi, Sulantha , Mintun, Mark A., Huang, Q., Mao, Xiaxie, Gnörich, Johannes , Pappas, Ioannis, Petersen, Ronald, Schwarz, Christopher G, Smith, Ruben, Stephens, Andrew , Whittington, Alex , Carrillo, Maria, Pontecorvo, Michael J. , Haeberlein, Samantha Budd , Dunn, Billy , Kolb, H., Stephenson, Diane , Tatton, Nadine , Brendel, M., Xie, Fang, Hansson, Oskar H., Rial, Alexis Moscoso , Rakêt, Lars Lau , Villemagne, Victor L. , Tonietto, Mattéo , Olafson, Emily, Lutz, Olivia , Boada, Merce , Betthauser, Tobey J. , Collins, Emily C. , Higuchi, Makoto, Hutchison, R. Matthew , Iaccarino, Leonardo , Insel, Philip S. , Irizarry, Michael C. , Jack, Clifford R. , Jagust, William J. , Johnson, Keith A. , Johnson, Sterling C. , Marquié, Marta , Ossenkoppele, Rik , Pappas, Ioannis , Petersen, Ronald, Chiotis, Konstantinos , Rabinovici, Gil D. , Rosa-Neto, Pedro , Schwarz, Christopher G. , Kolb, Hartmuth C. , Brendel, Matthias , Rowe, Christopher Cleon , Hansson, Oskar , Doré, Vincent

Alzheimer's & Dementia | December 23, 2025 | Volume: 21 | Issue: S8 | Pages: No page available

10.1002/alz70862_109722 Get It

Abstract Background The Joint Propagation Model (JPM)‐based CenTauR scale was recently introduced to harmonize tau‐PET quantification across different radiotracers. This study examined how CenTauR harmonization enhances the comparability of tau‐PET quantification across matched cohorts using different tracers. The evaluation focused on three key aspects: (1) comparing tau‐PET positivity rates as defined by CenTauR, (2) evaluating its diagnostic accuracy for symptomatic AD, and (3) analyzing longitudinal changes in tau‐PET rates over time. Method The JPM, developed by the CPAD‐led Tau PET Harmonization Working Group (Leuzy et al., Alzheimers Dement. 2024; Figure 1A), models relationships between anchor point subjects and head‐to‐head tau‐PET SUVR data onto the CenTauR scale, providing conversion equations for multiple tracers. JPM equations were applied to [¹⁸F]flortaucipir SUVR (Meta‐temporal ROI) data from 561 cognitively impaired participants in the ADNI and OASIS‐3 studies. Using ROC analysis, we determined the CenTauR cut‐off for positivity (T+) that maximized the Youden index for discriminating between FDA‐approved positive/negative visual reads. Three separate cohorts, scanned using [¹⁸F]flortaucipir (ADNI), [¹⁸F]MK‐6240 (CPAS), and [¹⁸F]RO‐948 (BioFINDER‐2), were matched 1:1 by age, MMSE, amyloid‐β, and clinical diagnosis. CenTauR‐based metrics were compared across these cohorts. Result A cut‐off of 18 CenTauRs was found to optimally classify [ 18 F]flortaucipir PET visual reads (Figure 1B). The matching procedure identified 1089 participants (363 per cohort). The frequency of T+ using the 18 CenTauRs cut‐off for the Meta‐Temporal ROI was highly comparable across tracers across groups, except for the Aβ‐positive cognitively unimpaired group, where variability was more pronounced due to a smaller sample size (Figure 2A). Similarly, tau‐PET discriminative accuracy for symptomatic AD vs controls remained similar across [ 18 F]flortaucipir and [ 18 F]MK‐6240 (Figure 2B). In a separate sample of 212 matched participants from ADNI ([¹⁸F]flortaucipir) and AIBL ([¹⁸F]MK‐6240) with baseline and 1‐year follow‐up tau‐PET scans, 1‐year change in CenTauRs was comparable (Figure 2C). An exploratory voxelwise transformation, utilizing the Meta‐Temporal conversion equation in a representative case scanned with both [¹⁸F]flortaucipir and [¹⁸F]MK‐6240, demonstrates the potential for voxelwise CenTauR harmonization (Figure 3). Conclusion These analyses suggest that CenTauR harmonization increases the comparability of tau‐PET data acquired with different tracers. Additional validation analyses with larger cohorts including other radiotracers ([¹⁸F]PI‐2620) are underway.