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I'm not singling out dynamical systems type research but all mathematics type research, apart from standard statistics. I'm also not personally attacking linguists, but just speaking out my bias against all non-exact academics who tend to reflexively shy away from research which moves away from their fields orthodoxy by becoming a form of applied mathematics; usually the critique to such new mathematical models is 'This is way over our heads... what is a differential equation? We would need a statistician to analyze this but we don't have the budget for that.'DarMM said:I don't think anybody in linguistics is only concerned with the opinions of "elders". There are plenty of innovations in linguistics all the time and lots of new developments. They just aren't using dynamical systems to study things. I think going from "they're not interested in paper A" to "they're pseudo-controlled by a council of elders" is a bit of a leap.
I happen to have a lot of experience with this in many different social science fields and beyond (economics, psychology, medicine, politicology, etc) and as far as I can tell linguistics is no exception. But to be fair, I don't know enough professional linguists to make a representative sample; I am only acquainted with a handful of linguists, three of which I know personally, namely one of my best friends who is a computer scientist with an undergraduate degree in linguistics, and two older retired linguists, who were respectively originally also trained as a philosopher next to linguist, and a physician next to linguist.
tl;dr those in favour of orthodox practice tend to be in favour of minimalism which is directly pragmatic and against anything more.
An argument in favour of specialism - i.e. encouraging the existence of seperating people into camps of non-overlapping specialists - is almost de facto an argument against universalism, but I get what you are trying to say.DarMM said:I wasn't attacking "universalism" or "generalism" I was saying in the 19th Century silly properties were ascribed to Latin.
I maintain that those silly properties ascribed to Latin by 19th century speakers are attempts at explanation by giving examples - examples which happen to be imperfect for a distinctive lack of explanatory capabilities of those explaining that which they are trying to explain - of the properties of some concept that they were trying to convey which is essentially about the same general applicable skill that I am talking about namely a method of analogy, with category theory being a particular technical specification of this more general concept.
The attempts at explanations being unsuccessful means that the concept being described is still generally unrecognized and therefore of course still vague. However, whether recognized or unrecognized, the concept seems to be an essential property of language that is itself directly mathematical and therefore transforms the discussion of language into a discussion about mathematics, with language simply being an application of some branch of mathematics in the same way that cartography is an application of geometry.
I already answered this in post #27symbolipoint said:but if the contrary, then try better to explain how. "Does studying Latin help in learning other Languges?"
Yes/No/Maybe
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