Stadler Peter F
Institute Für Informatik der Universität Leipzig, Härtelstraße 16-18, 04107, Leipzig, Germany.
Max Planck Institute for Mathematics in the Sciences, Inselstraße 22, 04103, Leipzig, Germany.
Curr Top Microbiol Immunol. 2016;392:43-59. doi: 10.1007/82_2015_470.
RNA molecules have served for decades as a paradigmatic example of molecular evolution that is tractable both in in vitro experiments and in detailed computer simulation. The adaptation of RNA sequences to external selection pressures is well studied and well understood. The de novo innovation or optimization of RNA aptamers and riboswitches in SELEX experiments serves as a case in point. Likewise, fitness landscapes building upon the efficiently computable RNA secondary structures have been a key toward understanding realistic fitness landscapes. Much less is known, however, on models in which multiple RNAs interact with each other, thus actively influencing the selection pressures acting on them. From a computational perspective, RNA-RNA interactions can be dealt with by same basic methods as the folding of a single RNA molecule, although many details become more complicated. RNA-RNA interactions are frequently employed in cellular regulation networks, e.g., as miRNA bases mRNA silencing or in the modulation of bacterial mRNAs by small, often highly structured sRNAs. In this chapter, we summarize the key features of networks of replicators. We highlight the differences between quasispecies-like models describing templates copied by an external replicase and hypercycle similar to autocatalytic replicators. Two aspects are of importance: the dynamics of selection within a population, usually described by conventional dynamical systems, and the evolution of replicating species in the space of chemical types. Product inhibition plays a key role in modulating selection dynamics from survival of the fittest to extinction of unfittest. The sequence evolution of replicators is rather well understood as approximate optimization in a fitness landscape for templates that is shaped by the sequence-structure map of RNA. Some of the properties of this map, in particular shape space covering and extensive neutral networks, give rise to evolutionary patterns such as drift-like motion in sequence space, akin to the behavior of RNA quasispecies. In contrast, very little is known about the influence of sequence-structure maps on autocatalytic replication systems.
几十年来,RNA分子一直是分子进化的典型例子,在体外实验和详细的计算机模拟中都易于处理。RNA序列对外部选择压力的适应性已得到充分研究和理解。SELEX实验中RNA适配体和核糖开关的从头创新或优化就是一个很好的例子。同样,基于可有效计算的RNA二级结构构建的适应度景观,一直是理解现实适应度景观的关键。然而,对于多个RNA相互作用从而积极影响作用于它们的选择压力的模型,人们了解得要少得多。从计算角度来看,RNA-RNA相互作用可以用与单个RNA分子折叠相同的基本方法来处理,尽管许多细节会变得更加复杂。RNA-RNA相互作用经常用于细胞调控网络,例如,作为miRNA使mRNA沉默,或通过小的、通常高度结构化的sRNA对细菌mRNA进行调控。在本章中,我们总结了复制子网络的关键特征。我们强调了描述由外部复制酶复制的模板的类准种模型与类似于自催化复制子的超循环之间的差异。有两个方面很重要:种群内选择的动态,通常用传统动力系统来描述;以及复制物种在化学类型空间中的进化。产物抑制在将选择动态从适者生存调节为不适者灭绝方面起着关键作用。复制子的序列进化在很大程度上被理解为在由RNA的序列-结构图谱塑造的模板适应度景观中的近似优化。该图谱的一些特性,特别是形状空间覆盖和广泛的中性网络,会产生诸如序列空间中类似漂移的运动等进化模式,类似于RNA准种的行为。相比之下,关于序列-结构图谱对自催化复制系统的影响,人们所知甚少。