I said "medicine". Alternative medicine isn't.
Alternative medicine is pretty strong words for homeopathy but you never know who you are talking to.
I said "medicine". Alternative medicine isn't.
You could say "They got lucky" to dismiss any correct scientific prediction. But fortunately, we can use math to quantify luck. We can calculate the probability that a correct prediction would have occurred under the null hypothesis; the lower this "p-value", the higher the "statistical significance" of the result. (You may have seen these terms before. In this thread, if nowhere else.)
So... just how "lucky" was Nate Silver, correctly calling 99 of 100 state races over two consecutive elections?
Philosophy.What happens if there is a scientific definition of "Good" and we (humans) dont agree with it?
No, no, no! P-values give a confudence level of the model of parameters and test you've chosen, which are assumptions. They don't prove your assumptions. Reliance on p-values is reification.You could say "They got lucky" to dismiss any correct scientific prediction. But fortunately, we can use math to quantify luck. We can calculate the probability that a correct prediction would have occurred under the null hypothesis; the lower this "p-value", the higher the "statistical significance" of the result. (You may have seen these terms before. In this thread, if nowhere else.)
So... just how "lucky" was Nate Silver, correctly calling 99 of 100 state races over two consecutive elections?
It's not just the information that's important; it's the model a scientist builds with that information. Everybody in the 17th Century had the same information about planetary motion, but only this one guy named Kepler built a model of the Solar System that included elliptical orbits allowing him to make much more accurate predictions (and postdictions) of the motion.
Saying of any field that "it's science except for the predictive part" is like saying of a person that "they're a doctor except for the medical-professional part". Predictions, and the commitment to assessing their accuracy, are what separate science from mere pontification.
Take this insight and apply it to meteorology, or political science. The presence of variation makes repeatable, accurate prediction much more difficult. It does not make it impossible, or make the attempt not science.
There are rather more than 2000 words which are unattested before Shakespeare; some were already likely in current use, but the vast majority were first employed by him – there are consistent formation patterns. He drew on loan words, back-formed hundreds of words with previously uncombined prepositions, verbalized nouns and invented words from whole cloth. In his writing, he combined words in ways more complex and nuanced, expressive and poetic, than previously imagined.
I’m interested in what you think it takes to “improve” a language, or whether such improvement is even possible. For example, Joseph Tito ordered a consistent spelling, alphabet and phraseology in Serbo-Croatian; did he “improve” the language?
No, no, no! P-values give a confudence level of the model of parameters and test you've chosen, which are assumptions. They don't prove your assumptions. Reliance on p-values is reification.
Statistical modelling isn't science, though, it's horoscopes with math.
Statistical modelling isn't science, though, it's horoscopes with math.
Improving a language would require the language to use less words to accomplish higher levels of understanding.
Conciseness is certainly a dimension which can be improved in a language, but this fails to account for aesthetic considerations; given that a common use for language is to purposely evoke feelings (theater, literature etc.), this would seem to me an important component in how we judge "improvement". And nuance is hard to achieve without adding more words; as the field of human experience grows (and our record of previous experience becomes more-and-more comprehensive), we add more-and-more words to describe the phenomena which we encounter.
The more I think about it, the more I'm skeptical of the notion that [the English] language can be improved beyond a simple phonetic rationalization; it is best suited to the time and context in which it is used: it evolves to best reflect its own milieu.
But this is silly:
Cough Enough Through Thorough Chough Plough Slough Ought
And there has to be room for improvement here.
Did I say they did?No, no, no! P-values give a confudence level of the model of parameters and test you've chosen, which are assumptions. They don't prove your assumptions.
You keep using that word.Reliance on p-values is reification.
Again: dismissive. You're using terms of abuse and avoiding addressing the key question: does it work? And perhaps some corollary questions, like: if it doesn't work, how should we approach research on massive and/or chaotic systems like human health, the weather, and politics? Do we just throw up our hands and say, "Not science, we can't learn anything about this"?Statistical modelling isn't science, though, it's horoscopes with math.