Section of General Linguistics, University of Barcelona, Barcelona, Spain.
University of Barcelona Institute for Complex Systems (UBICS), Barcelona, Spain.
PLoS Biol. 2019 Nov 27;17(11):e3000389. doi: 10.1371/journal.pbio.3000389. eCollection 2019 Nov.
Recently, prominent theoretical linguists have argued for an explicit scenario for the evolution of the human language capacity on the basis of its computational properties. Concretely, the simplicity of a minimalist formulation of the operation Merge, which allows humans to recursively compute hierarchical relations in language, has been used to promote a sudden-emergence, single-mutation scenario. In support of this view, Merge is said to be either fully present or fully absent: one cannot have half-Merge. On this basis, it is inferred that the emergence of our fully fledged language capacity had to be sudden. Thus, proponents of this view draw a parallelism between the formal complexity of the operation at the computational level and the number of evolutionary steps it must imply. Here, we examine this argument in detail and show that the jump from the atomicity of Merge to a single-mutation scenario is not valid and therefore cannot be used as justification for a theory of language evolution along those lines.
最近,杰出的理论语言学家基于语言的计算属性,提出了一个关于人类语言能力进化的明确情景。具体来说,允许人类递归计算语言中层次关系的最小化操作 Merge 的简单性,被用来推广一个突然出现、单次突变的情景。为了支持这一观点,Merge 被认为要么完全存在,要么完全不存在:不能有一半的 Merge。在此基础上,推断出我们完全成熟的语言能力的出现必须是突然的。因此,这一观点的支持者在操作的形式复杂性和它所必需的进化步骤数量之间建立了一种平行关系。在这里,我们详细地检查了这个论点,表明从 Merge 的原子性跳跃到单突变情景是无效的,因此不能作为沿着这些思路进行语言进化理论的理由。