Melody, a researcher in cognitive science at Stanford, has posted a detailed discussion of the problems with Chomsky's famed povery of the stimulus argument from the perspective of the last 40 years of computational learning models. Hindsight is always 20-20 right?
Money quote:
....there are at least two goals of modeling in cognitive science : 1) to discover the best computational method of accounting for a given phenomena, 2) to discover the best account that is also psychologically plausible. The goal has never been to rule out a whole class of models on the basis of one ill-starred example. Because — quite frankly — models don’t deal in ‘logical possibilities.’ They are not mathematical or logical proofs. Step 3 in Miller and Chomsky’s paper is a pseudo-scientific non sequitur.
The whole post is well worth reading.
Subscribe to:
Post Comments (Atom)
-
The commenters over at Liberman's post Apico-labials in English all clearly prefer the spelling syncing , but I find it just weird look... -
(image from Slate.com ) I tend to avoid Slate.com these days because, frankly, I typically find myself scoffing at some idiot article they&... -
Matt Damon's latest hit movie Elysium has a few linguistic oddities worth pointing out. The film takes place in a dystopian future set i...
2 comments:
In support of the poverty-of-stimulus argument, check out Legate and Yang’s “Empirical reassessment of stimulus poverty arguments,” The Linguistic Review 19: 151-162. Also see Charles Gallistel's chapter, Learning Organ, in The Chomsky Notebook.
Using the term "debunking" in regard to a scientific debate as subtle and complex as advancing, refining, or editing the 'poverty of stimulus' hypothesis produces, in me at least, a strong bias against the competence and trustworthiness of the blog as a whole, as does the claim in the post "Why Linguists Should Study Math" that "Math is good training for the mind. It makes you a more rigorous thinker." This claim is, I think (as someone with a fair amount of math), as thoroughly discredited as the similar claim for learning Latin.
Post a Comment