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Combination of The Cellular Potts Model and Lattice Gas Cellular Automata For Simulating The Avascular Cancer Growth

机译:细胞potts模型与格子气体细胞的结合   用于模拟avascular癌症生长的自动机

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摘要

The advantage of Cellular Potts Model (CPM) is due to its ability forintroducing cell-cell interaction based on the well known statistical modeli.e. the Potts model. On the other hand, Lattice gas Cellular Automata (LGCA)can simulate movement of cell in a simple and correct physical way. Thesecharacters of CPM and LGCA have been combined in a reaction-diffusion frame tosimulate the dynamic of avascular cancer growth on a more physical basis.Thecellular automaton is evolved on a square lattice on which in the diffusionstep tumor cells (C) and necrotic cells (N) propagate in two dimensions and inthe reaction step every cell can proliferate, be quiescent or die due to theapoptosis and the necrosis depending on its environment. The transitionprobabilities in the reaction step have been calculated by the Glauberalgorithm and depend on the KCC, KNC, and KNN (cancer-cancer, necrotic-cancer,and necrotic-necrotic couplings respectively). It is shown the main feature ofthe cancer growth depends on the choice of magnitude of couplings and theadvantage of this method compared to other methods is due to the fact that itneeds only three parameters KCC, KNC and KNN which are based on the well knownphysical ground i.e. the Potts model.
机译:细胞盆栽模型(CPM)的优点是由于其基于众所周知的统计模型引入细胞间相互作用的能力。 Potts模型。另一方面,莱迪思气体细胞自动机(LGCA)可以以简单且正确的物理方式模拟细胞的运动。 CPM和LGCA的这些特征已结合在反应扩散框架中,以更物理的方式模拟了血管癌的生长动态。细胞自动机在一个正方形格子上演化,在该格子上扩散步骤中的肿瘤细胞(C)和坏死细胞(N )在二维上繁殖,并且在反应步骤中,取决于细胞的凋亡和坏死,每个细胞都会增殖,静止或死亡。反应步骤中的跃迁概率已通过Glauberalgorithm计算,并取决于KCC,KNC和KNN(分别为癌症-癌症,坏死-癌症和坏死-坏死偶联)。结果表明,癌症生长的主要特征取决于偶联量的选择,与其他方法相比,该方法的优势在于它仅需要基于众所周知的物理基础的三个参数KCC,KNC和KNN,即Potts模型。

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