A prior knowledge based approach to infer gene regulatory networks

Q2 Medicine In Silico Biology Pub Date : 2010-02-15 DOI:10.1145/1722024.1722069
M. Hasan, N. Noman, H. Iba
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引用次数: 9

Abstract

In this research, we use S-System model and Differential Evolution based inference method to capture cellular dynamics using available mutual interaction information among genes. We propose a new fitness function, effectively incorporating a priori information, which guides the inference method to deduce correct skeletal structure of the network with more accurate parameter values. Proposed fitness function mirrors user's confidence in the validity of knowledge and helps in narrowing down the search range of the model parameters for highly confident knowledge. We investigate the potency of the method in terms of quality of data and required data size. The proposed method is shown to perform better in inherent noisy data and in presence of small number of time-dynamics data. We also investigate how the inference method performs in terms of iterative incorporation of knowledge. In inferring cell-cycle data of budding yeast (Saccharomyces cerevisiae), guided by knowledge, the inference method predicts 17 and 23 correct regulations in first and second iteration, respectively which is significantly higher than some other existing methods. Along with finding the parameter values more accurately, it predicts some new regulations and helps in revealing the underlying network structure.
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基于先验知识的基因调控网络推断方法
在这项研究中,我们使用S-System模型和基于差分进化的推理方法,利用基因之间可用的相互作用信息来捕捉细胞动力学。我们提出了一种新的适应度函数,有效地结合了先验信息,指导推理方法以更准确的参数值推断出正确的网络骨架结构。提出的适应度函数反映了用户对知识有效性的置信度,有助于缩小模型参数对高置信度知识的搜索范围。我们在数据质量和所需数据大小方面调查了该方法的效力。结果表明,该方法在固有噪声数据和少量时间动态数据的情况下具有较好的性能。我们还研究了推理方法在知识迭代整合方面的表现。在对出芽酵母(Saccharomyces cerevisiae)细胞周期数据的推断中,在知识的指导下,该推理方法在第一次迭代和第二次迭代中分别预测出17条和23条正确规律,显著高于现有的一些方法。在更准确地找到参数值的同时,它还预测了一些新的规律,有助于揭示潜在的网络结构。
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来源期刊
In Silico Biology
In Silico Biology Computer Science-Computational Theory and Mathematics
CiteScore
2.20
自引率
0.00%
发文量
1
期刊介绍: The considerable "algorithmic complexity" of biological systems requires a huge amount of detailed information for their complete description. Although far from being complete, the overwhelming quantity of small pieces of information gathered for all kind of biological systems at the molecular and cellular level requires computational tools to be adequately stored and interpreted. Interpretation of data means to abstract them as much as allowed to provide a systematic, an integrative view of biology. Most of the presently available scientific journals focus either on accumulating more data from elaborate experimental approaches, or on presenting new algorithms for the interpretation of these data. Both approaches are meritorious.
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