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arXiv 2103.03292q-bio.BMcond-mat.dis-nncond-mat.stat-mechq-bio.QM
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使用简单自回归模型的蛋白质序列的高效生成建模

Efficient generative modeling of protein sequences using simple autoregressive models

Jeanne Trinquier, Guido Uguzzoni, Andrea Pagnani, Francesco Zamponi, Martin Weigt

摘要:

生成模型作为新的序列数据驱动的蛋白质设计方法的有前途的候选者出现,并用于提取隐藏在快速增长的序列数据库中的蛋白质的结构和功能信息。在这里,我们提出了简单的自回归模型作为高度准确但计算效率高的生成序列模型。我们表明,它们与基于玻尔兹曼机或深度生成模型的现有方法类似,但计算成本大大降低(在$10^2$和$10^3$之间)。此外,我们的模型结构简单,具有独特的数学优势,转化为序列生成和评估的适用性提高。在这些模型中,我们可以很容易地估计给定序列的概率,并且使用模型的熵,与特定蛋白质家族相关的功能序列空间的大小。在反应调节器的例子中,我们发现了大量的ca。$10^{68}$可能的序列,然而,它只构成天文学上的小部分$10^{-80}$的所有氨基酸序列的相同长度。这些发现说明了通过生成序列模型探索序列空间的潜力和困难。

英文摘要:

Generative models emerge as promising candidates for novel sequence-data driven approaches to protein design, and for the extraction of structural and functional information about proteins deeply hidden in rapidly growing sequence databases. Here we propose simple autoregressive models as highly accurate but computationally efficient generative sequence models. We show that they perform similarly to existing approaches based on Boltzmann machines or deep generative models, but at a substantially lower computational cost (by a factor between $10^2$ and $10^3$). Furthermore, the simple structure of our models has distinctive mathematical advantages, which translate into an improved applicability in sequence generation and evaluation. Within these models, we can easily estimate both the probability of a given sequence, and, using the model's entropy, the size of the functional sequence space related to a specific protein family. In the example of response regulators, we find a huge number of ca. $10^{68}$ possible sequences, which nevertheless constitute only the astronomically small fraction $10^{-80}$ of all amino-acid sequences of the same length. These findings illustrate the potential and the difficulty in exploring sequence space via generative sequence models.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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