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Uutisryhmät: sci.lang
Lähettäjä: p...@sktb.demon.co.uk (Paul L. Allen)
Päivämäärä: 1999/01/05
Aihe: Re: Philip Lieberman/Neanderthal Speech
In article <36924126.39608...@montclair.edu>
"H.M.Hubey" <hub...@montclair.edu> writes: > b_m_sc...@my-dejanews.com wrote: Indeed. You seem to be a renaissance fuckwit - equally ignorant in > > Are you sure that you understand what you originally wrote? Your > This is getting beyond reason. many specialities. > If two languages arose independently and at random the cross-correlation This is, of course, total shite (as we've come to expect). If two languages > should be zero. arose independently at random then they will almost certainly share some characteristics by pure chance. That's the nature of random distributions. > IF there is any correlation at all, it indicates a nonrandomness. This is still total shite. > There is not much more to say. Actually, there is. Even if two languages arose independently and somehow the dice fell so that they had no correlation whatsoever (a very implausible event) then they could still gain some correlation through interaction - either directly or through a third party. > If Neandertal speech was poor in vowels If. It's a big if. > and there are languages which are poor in vowels that could easily be No, you clueless fuckwit, that could easily be considered *coincidence*. > considered correlation. You need a lot more than just that to establish a linguistic relationship. > IC is what Gell-Mann calls "frozen accidents". Gell-Mann, the well known linguist. Of course, he's obviously crap at physics because Peter T. Daniels has a much better theory about quarks and boson interaction. Or maybe it was bosun interactions (I can't remember if he likes sailors or not). Gell-Mann has a good ear, is a good mimic and has made a hobby of linguistics. His nobel prize is in a *different* field - the one which is his profession and in which he's an acknowledged expert. > One way to deal with this is via the Fokker-Planck-Kolmogorov methods. You can imagine all you like. But to get anyone here to believe you, > ONe obtains a partial differential equation for the probability density > of the process. IT is of the diffusive type so one can easily imagine > this process taking place in a high dimensional space, resembling a kind > of fluid flow. you'll first have to show that your model is both credible and matches known data. It looks very much to me like you've invented a model and now you're busy trying to force the data to fit. In fact, you appear to be an archetypal net kook. Perhaps you'd care to discuss your theories with Archimedes Plutonium - I'm sure you two would get on well together. Then maybe you could learn how to drive your newsreader so you don't --Paul Sinun on kirjauduttava sisään, ennen kuin voit lähettää viestejä.
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