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Computational modelling of the kinetic Tile Assembly Model using a rule-based approach

机译:基于规则的方法计算动力瓦片装配模型的计算建模

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The (abstract) Tile Assembly Model (aTAM), is a mathematical paradigm for the study and algorithmic design of DNA self-assembly systems. It employs the use of so-called DNA tiles, which are abstractions of experimentally achievable DNA nanostructure complexes with similar inter-matching behaviours. To this day, there are about half-dozen different experimental implementations of DNA tiles and their sub-sequent algorithmic assembly into larger complexes, see e.g. Reif et al. (2012) [29]. In order to provide further insight into the assembly process, the aTAM model has been extended to a kinetic counterpart (kTAM). Although there is a wide abundance of different variants of the abstract model, e.g., stage, step, hierarchical, temperature-k, signal-passing, etc. (see e.g. Patitz (2012) [22]), numerical simulations of the kinetic counterpart have been performed only for a few types of these systems. This might be due to the fact that the numerical models and simulations of kTAM were almost exclusively implemented using classical stochastic simulation algorithms frameworks, which are not designed for capturing models with theoretically un-bounded number of species. In this paper we introduce an agent- and rule-based modelling approach for kTAM, and its implementation on NFsim, one of the available platfonris for such type of modelling. We show not only how the modelling of kTAM can be implemented, but we also explore the advantages of this modelling framework for kinetic simulations of kTAM and the easy way such models can be updated and modified. We present numerical comparisons both with classical numerical simulations of kTAM, as well as comparison in between four different kinetic variant of the TAM model, all implemented in NFsim as stand-alone rule-based models. (C) 2017 Elsevier B.V. All rights reserved.
机译:(摘要)瓦片装配模型(ATAM)是DNA自组装系统的研究和算法设计的数学范式。它采用使用所谓的DNA瓦片,这些DNA瓦片是具有类似相互匹配行为的实验可实现的DNA纳米结构复合物的抽象。至今,DNA瓦片的六个不同的实验实施和将其子序列算法组装成较大的复合物,参见例如。 reif等人。 (2012)[29]。为了进一步了解组装过程,ATAM模型已经扩展到动力学对应物(KTAM)。虽然存在摘要模型的各种不同的变型,例如阶段,步骤,分层,温度-K,信号通过等(参见例如Patitz(2012)[22]),动力学对应的数值模拟已仅用于几种类型的这些系统。这可能是由于ktam的数值模型和模拟几乎完全使用了经典随机仿真算法框架,这些框架不是设计用于捕获具有理论上未界数的物种数量的模型。在本文中,我们介绍了KTAM的基于代理和规则的建模方法,并在NFSIM上实现了这种类型的可用Platfonris之一。我们不仅展示了KTAM的建模如何实现,但我们还探讨了该模拟框架的ktam模拟框架的优势,并且可以更新和修改这种模型的简单方法。我们在ktam的经典数值模拟以及TAM模型的四种不同动力学变体之间的比较中呈现了数值比较,全部在NFSIM实现为基于独立规则的模型。 (c)2017年Elsevier B.V.保留所有权利。

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