TO THE EDITOR: Verwer et al. (1) recently presented a study aimed at validating the use of simplified methods for quantification of 18 F-fluoromethylcholine uptake in a routine clinical setting of prostate cancer patients. The authors nicely demonstrated that 18 F-fluoromethylcholine uptake should be quantified using full kinetic modeling involving a single-tissue-compartment model with irreversible trapping and a blood volume parameter, in combination with a metabolite-corrected plasma input function based on invasive arterial blood sampling. The authors proposed-as a noninvasive simplified method based on 2 consecutive static PET scans-the use of the ratio (SUV AUC,PP ) of lesion activity concentrations (A L (t), assessed 30-40 min after injection) normalized to the area under the curve of the metabolite-corrected plasma input function (AUC PP , computed over 0-30 min after injection). This ratio provided an excellent correlation to the uptake rate constant of the full kinetic modeling ( Fig. 6C; SUV AUC,PP 5 14.54 · K 1 1 0.02; R 2 5 0.91) (1).We would like to point out that the slope of the fit reveals a discrepancy of 14.54 between SUV AUC,PP and K 1 , whereas SUV AUC,PP should be considered as a noninvasive surrogate for K 1 and a slope around 1 should be expected. Indeed, as previously shown by Patlak (2), K 1 5 A L (t)/AUC PP , which is actually the SUV AUC,PP definition. Therefore, corrections to the SUV AUC,PP outcomes reported by Verwer et al. may be proposed for a better comparison with K 1 . For this comparison, an analytic expression for AUC PP and hence for SUV AUC,PP , as simple as possible, is needed to clarify the unit of each parameter. Let us assume that the metabolite-corrected plasma input function monoexponentially decays with a (decay-corrected) time constant a: then AUC PP 5 A 0 /a · [1 -exp(-aT)], with T 5 30 min and A 0 the initial (virtual) metabolite-corrected plasma activity concentration (3). AUC PP is the total number of disintegrations per milliliter (of blood) that have occurred over the time range 0-T; A 0 is expressed in Bq/mL, that is, number of disintegrations per second and per milliliter; [1 -exp (-aT)] has no dimension; a is expressed in s 21 because A 0 involves becquerels (i.e., equivalent to s 21 ). Finally, SUV AUC,PP is expressed in s 21 because of the A L (t) unit, which is Bq/mL. To consistently compare SUV AUC,PP and K 1 , we suggest that 2 corrective factors should be applied. First, because in current practice A L (t) is usually expressed in kBq/mL rather than in Bq/mL, A 0 should then be expressed in kBq/mL instead of in MBq/mL, as indicated in Figure 6C (and in Supplemental Fig. 2C) (1): the corrective factor is 1/1,000. Second, because K 1 is usually expressed in min 21 rather than in s 21 (the axis units in Fig. 6C and supplemental Fig. 2C are not clearly indicated), the corrective factor is 60. As a result, we suggest that the SUV AUC,PP outcomes reported by Verwer et al. should be multiplied by a corrective factor of 60/1,000, leading to a further slope o...