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Clinical Investigations |
1 Center for Neuroscience, North Shore-Long Island Jewish Research Institute, Manhasset, New York; and Department of Neurology, North Shore University Hospital and New York University School of Medicine, Manhasset, New York
| ABSTRACT |
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Key Words: L-3,4-dihydroxy-6-18F-fluorophenylalanine PET ratio method graphical analysis Parkinsons disease
| INTRODUCTION |
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Both parameters have become popular in recent years because their measurement is simple and does not require taking blood samples. SOR may offer a practical advantage because it can be determined by static data acquisition whereas Kiocc requires dynamic scans over a longer time. A long study in patients with advanced PD not only poses a serious compliance issue but also increases potential bias from subject movement. Thus, the application of a ratio index such as SOR may be useful in quantifying nigrostriatal dopamine function in parkinsonism and related disorders. Two important issues, however, need to be addressed before the broad implementation of ratio methods with FDOPA PET: The first is the dependence of SOR on time after the tracer reaches equilibrium, and the second is the relative merits of SOR and Kiocc as descriptors of nigrostriatal dopaminergic degeneration. In this study, we examined these questions by comparing FDOPA PET data from a set of PD patients and a set of healthy volunteers. Compared with our previous study that compared SOR and Kiocc using 2-dimensional data acquisition (1), we have this time used 3-dimensional data acquisition on a more sensitive PET scanner with shorter time frames.
| MATERIALS AND METHODS |
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Image Acquisition
Dynamic FDOPA PET data were acquired in 3-dimensional mode on an Advance scanner (General Electric Medical Systems, Milwaukee, WI) during the 100 min after injection (11). This camera covered the whole brain with an intrinsic resolution of 4.2 mm and a slice separation of 4.25 mm. All subjects had a light breakfast 4 h before the study and were given 200 mg of carbidopa 1.5 h before the scan to inhibit decarboxylation. The FDOPA preparation and imaging protocols have been described in detail elsewhere (5). Dynamic scanning started at the time of tracer injection at continued until 100 min after tracer injection. Images were reconstructed with a 6-mm Hanning filter to give a 3-dimensional image resolution of about 8 mm. There were 35 image planes per frame, with a matrix dimension of 128 x 128 and a voxel size of 2.34 x 2.34 mm. Corrections were made for random events, scatter, and electronic dead time, and the photon attenuation effect was corrected using a 10-min transmission scan collected with rotating 68Ge rod sources. These images were then transferred to personal computers running Windows NT (Microsoft, Redmond, WA) and were converted into Analyze format (Mayo Clinic, Rochester, MN).
Image Processing
Dynamic frames were realigned to the image at 55 min using the SPM99 program (Wellcome Department of Cognitive Neurology, London, U.K.). PET images between 40 and 100 min were averaged, and a mean image was created by summing 4 central slices (thickness, 17 mm) covering the striatum. The units of radioactivity for time-activity curves (TACs) were kBq/mL. A set of standard elliptic ROIs (55, 160, and 310 cm2 for the caudate region, putaminal region, and occipital region, respectively) were placed over the right and left caudates, putamen, and occipital cortex on the mean image. To reduce noise in the occipital TAC, the values for the left and right sides were averaged.
Image Analysis
TACs in the caudate, putamen, and occipital cortex were computed from the corresponding single-slice PET images. Striatal-to-occipital ratio (SOR) values were generated for each structure using bilaterally averaged occipital ROI data. SOR was calculated for each 10-min time frame: 65, 75, 85, and 95 min after injection. Kiocc was also calculated by graphic analysis over 40100 min using the nonspecific uptake value from the occipital region. SOR and Kiocc data from the left and right caudates and the putamen were averaged. The 2 parameters were correlated within each striatal ROI (caudate, putamen) by computing Pearson product moment correlation coefficients. ROI data from the PD and the healthy groups were analyzed separately and in combination. Caudate and putaminal data from the PD group were compared with control data using discriminant function analysis (F test). In 16 of the 21 PD patients (mean age, 55 ± 8.6 y; mean composite Unified Parkinsons Disease Rating Scale [UPDRS] motor ratings, 33 ± 12), both parameters were correlated with individual motor UPDRS ratings.
| RESULTS |
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| DISCUSSION |
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Our results demonstrate that both parameters significantly discriminate PD patients from healthy subjects and correlate with independent measures of motor dysfunction in patients as expected on the basis of theoretic considerations. Both SOR and Kiocc successfully discriminate PD patients from healthy subjects and are also equally sensitive as descriptors of disease severity. Indeed, we are currently using SOR as an index to statistically map 3-dimensional topographic changes in FDOPA uptake after therapeutic treatments (7).
Even though SOR values calculated at 65, 75, 85, and 95 min were statistically equivalent in discriminating healthy subjects from PD patients, the F ratio reflecting the power of discrimination improved with time, from 182 to 251 (Table 1). Moreover, the correlation between clinical severity rating (UPDRS) and SOR improved with time, from 0.29 (at 65 min) to 0.46 (at 95 min, Table 1). This finding is important for longitudinal studies, in which higher sensitivity is required to reduce the number of subjects needed to detect a small change.
The mean percentage differences in Kiocc were equal to or larger than corresponding SOR values; however, the SD in SOR was lower than that in Kiocc, especially for PD patients. We have previously reported differences in the coefficient of variation in SOR and Kiocc using 2-dimensional data from a lower-resolution scanner (1).
We have used the average of the left and right sides to establish a conservative estimate (the more affected body side would better discriminate between healthy and PD subjects, but it is often difficult to assign which side is more affected in some individuals. In healthy subjects, averaging the 2 sides to reduce variance is obviously better. Additionally, the discrimination between healthy and PD subjects will dramatically improve if SOR and Kiocc analysis is performed separately on the anterior and posterior parts of the putamen. FDOPA levels have been shown to reveal a distinct anterior-posterior gradient as the disease progresses. It remains to be seen if a similar improvement in correlation between the 2 parameters (SOR and Kiocc) and UPDRS results if one focuses exclusively on the posterior region of the affected putamen (increased noise in the putaminal signal may, to some extent, counterbalance the expected increased sensitivity and specificity of the regional information).
Two earlier studies reported Kiocc to be more powerful than SOR in differentiating PD patients from healthy subjects and in detecting the rate of disease progression (2,3). Vingerhoets et al. (12), in 1994, suggested that SOR may be an appropriate parameter for assessing natural evolution based on its smallest within-subject variation, but Ki (estimated using metabolite-corrected blood data) can permit the use of fewer subjects for drug studies based on larger reliability coefficients. However, in a study dealing with reproducibility and the discriminating ability of FDOPA PET in PD, the same investigators found that SOR and Kiocc were similar in their ability to evaluate progressive changes in nigrostriatal dopaminergic function (2). We attribute this finding to the fact that the SOR measure was computed from images acquired in 2 dimensions and integrated over a longer time than was used in this study. Also, the inclusion of the early phase of the scans (from 30 min after injection onward) decreases the sensitivity of the SOR measure (Table 1). We have not directly compared SOR and Kiocc for longitudinal studies, but the correlation between disease severity (UPDRS scores) and the 2 PET-derived parameters (SOR and Kiocc) was similar (0.46 vs. 0.44) at 95 min after injection (Table 1; Fig. 3). Also, the correlation between SOR and Kiocc was 0.92 at 95 min, suggesting that both SOR and Kiocc may be able to reflect disease progression in longitudinal studies in a similar, quantitative manner. Interestingly, we have directly compared SOR with Ki (plasma) in our fetal transplant study that included moderately advanced PD patients and found that SOR was superior to Ki (plasma) for longitudinal changes (7).
In longitudinal studies, R is the preferred parameter because it reflects changes specifically in striatal uptake rather than in total uptake. SOR and R have similar information and can easily be derived from each other (R is simply SOR - 1).
The present findings have been derived from several patients with mild to advanced PD. It is still necessary to analyze patients with a wider range of motor severity to confirm the superior discrimination capability of SOR over Kiocc. Such an analysis can offer a good opportunity to further validate SOR and Kiocc correlations with components of UPDRS motor scores in PD at different stages, as well as to compare the rate of change of these measures over time at different disease stages.
Traditionally, the multiple-time graphical approach (Patlak plot) has been used to estimate parameters of interest for FDOPA PET studies (13,14). The influx transport rate of FDOPA is given by the slope of the line when the ordinate is Cstriatum(t)/ Cplasma(t) and the abscissa is
Cplasma(
)d
/ Cplasma(t). A rigorous derivation of the mathematic relationship has been previously published (Eq. 4 (15)). A simplified treatment to show the relationships between KiFD, Kiocc, and SOR follows:
![]() | (Eq. 1) |
Vo is a volume of distribution that includes tracer-exchangeable space and the plasma volume. Multiplying both sides of the equation by Cplasma(t)/Coccipital(t), we get:
![]() | (Eq. 2) |
Multiplying the first term on the right-hand side by
Coccipital(
)d
/
Coccipital(
)d
and rearranging the terms, we get:
![]() | (Eq. 3) |
![]() | (Eq. 4) |
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| CONCLUSION |
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| ACKNOWLEDGMENTS |
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| FOOTNOTES |
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For correspondence or reprints contact: Vijay Dhawan, PhD, Center for Neuroscience, North Shore-Long Island Jewish Research Institute, 350 Community Dr., Manhasset, NY 11030.
E-mail: dhawan{at}nshs.edu
| REFERENCES |
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