There is widespread agreement that both phonological knowledge and spoken linguistic signals manifest putative universals, which, systematically used, enable infinite productivity. However, less agreement prevails on whether the...
moreThere is widespread agreement that both phonological knowledge and spoken linguistic signals manifest putative universals, which, systematically used, enable infinite productivity. However, less agreement prevails on whether the phonological system is combinatorial or blending or in nature. In a combinatorial system (DNA is an example), discrete units are combined recursively to yield infinite forms, while maintaining the individuality of each block. For linguistic forms, optimal transmission generally assumes that some contextual blending of phonemes is necessary. It has been variously claimed that transmissibility thus renders phonology merely a summary requirement imposed by the speech channel, while others argue that such purely blending systems cannot account for highly unnatural yet productive patterns that have been attested, and that the greedy reductionism of cognitive abilities to motor functions amounts to substance abuse. An alternative view holds that while phonology is indeed algebraically combinatorial, it is also subject to functional pressures albeit only selectively. We here report a test of the latter alternative hypothesis. Our data clearly illustrate that while phonological processes are, in fact, affected by channel concerns, these are attended to selectively in a manner that does not override grammatical requirements. In light of the distinct but converging findings from the two experiments, we conclude that phonology manifests algebraically combinatorial rules that are selectively subject to functional optimization in order to attain discrete infinity while maintaining transmissibility.