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Random binding of dimers to chains

机译:二聚体与链的随机结合

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We develop a probabilistic model for the binding of a small linear polymer to a larger chain. We assume that we can approximate the energy of interaction of the two chains by summing the pairwise interactions between subunits. Because the energy of interaction between a pair of subunits can depend on neighboring subunits, which we assume vary along the chain, we assign the pairwise energies of interactions according to a specified probability distribution. Thus we develop a statistical model for the binding of two molecules. While such models may not be appropriate for studying the interaction of a particular pair of molecules, they can provide insight into quest-ions that deal with populations of molecules, such as why do MHC molecules bind peptides of a certain size? Here we analyze in detail the special case of a heterodimer binding to a polymer. [References: 11]
机译:我们开发了一个小的线性聚合物结合到较大的链的概率模型。我们假设我们可以通过将子单元之间的成对相互作用相加来近似两条链的相互作用能量。因为一对子单元之间的相互作用能可能取决于相邻的子单元(我们假设其沿链变化),所以我们根据指定的概率分布分配相互作用的成对能量。因此,我们开发了两个分子结合的统计模型。尽管此类模型可能不适用于研究特定分子对之间的相互作用,但它们可以提供对涉及分子种群的问题的洞见,例如MHC分子为何结合一定大小的肽?在这里,我们详细分析了异二聚体与聚合物结合的特殊情况。 [参考:11]

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