TY - JOUR
T1 - Kinetics of neurodegeneration based on a risk-related biomarker in animal model of glaucoma
AU - Hayashi, Takuya
AU - Shimazawa, Masamitsu
AU - Watabe, Hiroshi
AU - Ose, Takayuki
AU - Inokuchi, Yuta
AU - Ito, Yasushi
AU - Yamanaka, Hajime
AU - Urayama, Shin Ichi
AU - Watanabe, Yasuyoshi
AU - Hara, Hideaki
AU - Onoe, Hirotaka
N1 - Funding Information:
We thank Akihide Yamamoto and Hiroshi Sato for their technical help, Kyoko Shioya for her generous support for handling animals, and Keizo Sugaya for his careful review of the manuscript. This study was supported by a Grant for Molecular Imaging Science Program from Ministry of Education, Culture, Sports, Science and Technology (MEXT), Japan; a KAKENHI Grant from MEXT [21613011 to T.H.], a Health Labour Sciences Research Grant from The Ministry of Health Labour and Welfare, Japan [H17-kokoro-025 to T.H.], and a Grant from the National Institute of Biomedical Innovation [10–05 to T.H.].
PY - 2013
Y1 - 2013
N2 - Background: Neurodegenerative diseases including Parkinson's and Alzheimer's diseases progress slowly and steadily over years or decades. They show significant between-subject variation in progress and clinical symptoms, which makes it difficult to predict the course of long-term disease progression with or without treatments. Recent technical advances in biomarkers have facilitated earlier, preclinical diagnoses of neurodegeneration by measuring or imaging molecules linked to pathogenesis. However, there is no established "biomarker model" by which one can quantitatively predict the progress of neurodegeneration. Here, we show predictability of a model with risk-based kinetics of neurodegeneration, whereby neurodegeneration proceeds as probabilistic events depending on the risk. Results: We used five experimental glaucomatous animals, known for causality between the increased intraocular pressure (IOP) and neurodegeneration of visual pathways, and repeatedly measured IOP as well as white matter integrity by diffusion tensor imaging (DTI) as a biomarker of axonal degeneration. The IOP in the glaucomatous eye was significantly increased than in normal and was varied across time and animals; thus we tested whether this measurement is useful to predict kinetics of the integrity. Among four kinds of models of neurodegeneration, constant-rate, constant-risk, variable-risk and heterogeneity models, goodness of fit of the model and F-test for model selection showed that the time course of optic nerve integrity was best explained by the variable-risk model, wherein neurodegeneration kinetics is expressed in an exponential function across cumulative risk based on measured IOP. The heterogeneity model with stretched exponential decay function also fit well to the data, but without statistical superiority to the variable-risk model. The variable-risk model also predicted the number of viable axons in the optic nerve, as assessed by immunohistochemistry, which was also confirmed to be correlated with the pre-mortem integrity of the optic nerve. In addition, the variable-risk model identified the disintegrity in the higher-order visual pathways, known to underlie the transsynaptic degeneration in this disease. Conclusions: These findings indicate that the variable-risk model, using a risk-related biomarker, could predict the spatiotemporal progression of neurodegeneration. This model, virtually equivalent to survival analysis, may allow us to estimate possible effect of neuroprotection in delaying progress of neurodegeneration.
AB - Background: Neurodegenerative diseases including Parkinson's and Alzheimer's diseases progress slowly and steadily over years or decades. They show significant between-subject variation in progress and clinical symptoms, which makes it difficult to predict the course of long-term disease progression with or without treatments. Recent technical advances in biomarkers have facilitated earlier, preclinical diagnoses of neurodegeneration by measuring or imaging molecules linked to pathogenesis. However, there is no established "biomarker model" by which one can quantitatively predict the progress of neurodegeneration. Here, we show predictability of a model with risk-based kinetics of neurodegeneration, whereby neurodegeneration proceeds as probabilistic events depending on the risk. Results: We used five experimental glaucomatous animals, known for causality between the increased intraocular pressure (IOP) and neurodegeneration of visual pathways, and repeatedly measured IOP as well as white matter integrity by diffusion tensor imaging (DTI) as a biomarker of axonal degeneration. The IOP in the glaucomatous eye was significantly increased than in normal and was varied across time and animals; thus we tested whether this measurement is useful to predict kinetics of the integrity. Among four kinds of models of neurodegeneration, constant-rate, constant-risk, variable-risk and heterogeneity models, goodness of fit of the model and F-test for model selection showed that the time course of optic nerve integrity was best explained by the variable-risk model, wherein neurodegeneration kinetics is expressed in an exponential function across cumulative risk based on measured IOP. The heterogeneity model with stretched exponential decay function also fit well to the data, but without statistical superiority to the variable-risk model. The variable-risk model also predicted the number of viable axons in the optic nerve, as assessed by immunohistochemistry, which was also confirmed to be correlated with the pre-mortem integrity of the optic nerve. In addition, the variable-risk model identified the disintegrity in the higher-order visual pathways, known to underlie the transsynaptic degeneration in this disease. Conclusions: These findings indicate that the variable-risk model, using a risk-related biomarker, could predict the spatiotemporal progression of neurodegeneration. This model, virtually equivalent to survival analysis, may allow us to estimate possible effect of neuroprotection in delaying progress of neurodegeneration.
KW - Biomarker
KW - Diffusion tensor
KW - Glaucoma
KW - Kinetic model
KW - Neurodegenerative mechanisms
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U2 - 10.1186/1750-1326-8-4
DO - 10.1186/1750-1326-8-4
M3 - Article
C2 - 23331478
AN - SCOPUS:84872290701
SN - 1750-1326
VL - 8
JO - Molecular Neurodegeneration
JF - Molecular Neurodegeneration
IS - 1
M1 - 4
ER -