Proctor Carole J, Gray Douglas A
Centre for Integrated Systems Biology of Ageing and Nutrition, Institute for Ageing and Health, Newcastle University, Newcastle upon Tyne NE4 5PL, UK.
Int J Alzheimers Dis. 2012;2012:978742. doi: 10.1155/2012/978742. Epub 2012 Feb 14.
Alzheimer's disease (AD) is characterised by the aggregation of two quite different proteins, namely, amyloid-beta (Aβ), which forms extracellular plaques, and tau, the main component of cytoplasmic neurofibrillary tangles. The amyloid hypothesis proposes that Aβ plaques precede tangle formation but there is still much controversy concerning the order of events and the linkage between Aβ and tau alterations is still unknown. Mathematical modelling has become an essential tool for generating and evaluating hypotheses involving complex systems. We have therefore used this approach to discover the most probable pathway linking Aβ and tau. The model supports a complex pathway linking Aβ and tau via GSK3β, p53, and oxidative stress. Importantly, the pathway contains a cycle with multiple points of entry. It is this property of the pathway which enables the model to be consistent with both the amyloid hypothesis for familial AD and a more complex pathway for sporadic forms.
阿尔茨海默病(AD)的特征是两种截然不同的蛋白质发生聚集,即形成细胞外斑块的β-淀粉样蛋白(Aβ)和细胞质神经原纤维缠结的主要成分tau蛋白。淀粉样蛋白假说认为Aβ斑块先于缠结形成,但关于事件顺序仍存在诸多争议,Aβ与tau改变之间的联系也仍然未知。数学建模已成为生成和评估涉及复杂系统的假说的重要工具。因此,我们采用这种方法来发现连接Aβ和tau的最可能途径。该模型支持一条通过糖原合成酶激酶3β(GSK3β)、p53和氧化应激连接Aβ和tau的复杂途径。重要的是,该途径包含一个有多个切入点的循环。正是该途径的这一特性使模型既能与家族性AD的淀粉样蛋白假说保持一致,又能与散发性形式的更复杂途径保持一致。