AJDRAJNR - American Journal of Neuroradiology

This Article
Right arrow Abstract Freely available
Right arrow Full Text
Right arrow Full Text (PDF)
Right arrow Alert me when this article is cited
Right arrow Alert me if a correction is posted
Right arrow Citation Map
Services
Right arrow Similar articles in this journal
Right arrow Similar articles in PubMed
Right arrow Alert me to new issues of the journal
Right arrow Download to citation manager
Right arrow reprints & permissions
Citing Articles
Right arrow Citing Articles via CrossRef
Right arrow Citing Articles via Google Scholar
Google Scholar
Right arrow Articles by Yoshikawa, T.
Right arrow Articles by Hatazawa, J.
Right arrow Search for Related Content
PubMed
Right arrow PubMed Citation
Right arrow Articles by Yoshikawa, T.
Right arrow Articles by Hatazawa, J.

Heterogeneity of Cerebral Blood Flow in Alzheimer Disease and Vascular Dementia

Takuya Yoshikawaa, Kenya Muraseb, Naohiko Okua, Masao Imaizumic, Masashi Takasawaa, Piao Rishua, Yasuyuki Kimuraa, Yoshitaka Ikejirid, Kazuo Kitagawaa, Masatsugu Horia and Jun Hatazawac

a Department of Internal Medicine and Therapeutics, Osaka University Graduate School of Medicine, Suita City, Osaka, Japan
b Department of Allied Health Sciences, Osaka University Graduate School of Medicine, Suita City, Osaka, Japan
c Department of Nuclear Medicine and Tracer Kinetics, Osaka University Graduate School of Medicine, Suita City, Osaka, Japan
d Department of Clinical Neuroscience, Osaka University Graduate School of Medicine, Suita City, Osaka, Japan



View larger version (21K):

[in a new window]
 
FIG 1. Method for calculating the fractal dimension in one representative case each from the AD group, the VaD group, and the control group. {square} indicates AD patient (y = -1.32x + 16.46; r = 0.994); {circ} indicates VaD patient (y = -1.112x + 15.71; r = 0.992); {triangleup} indicates age-matched control (y = -0.767x + 14.55; r = 0.996)



View larger version (73K):

[in a new window]
 
FIG 2. A representative case from each group (same cases as in Fig 1). Upper images are T2-weighted MR images; lower images are SPECT images.

A, A 69-year-old woman with AD. T2-weighted MR image does not show any clear abnormality. SPECT image shows blood flow reduction in the bilateral temporoparietal lobes.

B, A 67-year-old man with VaD. Multiple small infarcts are observed in the bilateral basal ganglia on the T2-weighted MR image. A frontal region decrease of CBF is noted on the SPECT image.

C, A 70-year-old female age-matched control subject.



View larger version (15K):

[in a new window]
 
FIG 3. Comparison of fractal dimensions among the AD, VaD, and control groups. Statistical analysis by the Mann-Whitney U test showed significant differences (*P < .0001) between the control group and the AD group, as well as between the control group and the VaD group. However, no significant difference (NS) was noted between the AD group and the VaD group



View larger version (30K):

[in a new window]
 
FIG 4. A, Fractal dimensions in the AD group plotted for the anterior region and the posterior region. Statistical analysis with the Wilcoxon signed rank test showed that the fractal dimension was significantly greater (*P < .01) in the posterior region than the anterior region in the AD group. A/P ratio = 0.952.

B, Fractal dimensions in the VaD group plotted for the anterior region and the posterior region. Statistical analysis with the Wilcoxon signed rank test showed that the fractal dimension was significantly greater (*P < .01) in the anterior region than the posterior region in the VaD group. A/P ratio = 1.163



View larger version (24K):

[in a new window]
 
FIG 5. Relationship between the fractal dimension and the A/P ratio in the AD group and the VaD group. Horizontal line is mean fractal dimension of 0.806 for the control group; vertical line is A/P ratio of 1. Examination of individual cases of AD and VaD showed that these diseases tended to be separated by an A/P ratio of 1. {square} indicates AD patients (n = 32); {circ}, VaD patients (n = 22)