I wonder if there any surprising linker optimizations that happen because the R interpreter is in the same binary as the Haskell.
Also the body text font sucks.
276 karma · joined June 19, 2020
I wonder if there any surprising linker optimizations that happen because the R interpreter is in the same binary as the Haskell.
Also the body text font sucks.
If your conclusion from examining the path-dependency of history is that good scientists are white male non-catholics with a troubled past, you're not doing scholarship. You're pushing numbers around.
The other articles on this site are even more egregious.
However, it is frequently the case that mathematical intuition breaks down and paradoxical ideas need to be reckoned with. One historical example is Weierstrass's "monster": a function that is everywhere continuous but nowhere differentiable. The intuition at the time was that a continuous function could only fail to be smooth at a set of isolated points, a very tame set. It is no coincidence that he came up with this example in a period when his school was trying to recast calculus on more rigorous footing.
As for the motivation for founding mathematics on formal systems, it's because set theory is so useful for writing down mathematical ideas but naive set theory is plagued with contraditions, such Russel's paradox. Common language, too, is afflicted with contradictions such as Richard's paradox. The question was how to separate the wheat from the chaff so one does good mathematics and not nonsense. Influential mathematicians like Hilbert set out programs to establish set theory and arithmetic on a sound footing so that its use would not be held suspect. This required a more thorough mathematical development of logic as started by Boole, Frege, and others (my recollection of the precise history of these ideas is vague at this point).
So concurrently we saw the mathematization of logic, arithmetic, and language and the establishment of a reasonable set theory that did not give rise to antinomies. None of the answers were entirely satisfactory but they were good enough that common mathematical activity could continue without too much doubt. When there are questions of precision, one tries to fall back on the informal mathematical language of sets which is commonly presumed to be formalizable in systems such as ZFC.
A lot of development since then in formal mathematical systems has to do with the study of computation and the mechanization of mathematical reasoning.
There's this rare unclosed survey-like mathoverflow question that highlights some of these points: https://mathoverflow.net/questions/66046/which-nonlinear-pde...
But when visibility can be bought by moneyed interests, then public discourse starts to break down. Here is where credibility needs to be established to sieve out self-interested propaganda.
It's an absolutely massive work that even so scarcely indicates the complexity of Rome's decline. I hope to branch out and read some more modern takes afterwards. One interesting observation of the varied causes attributed is that they all exist in some form or another today, in the most powerful nations of the world, and they could come to a critical point once more, and it's not clear where that would take us.
"With the new meaning of science the need to designate a man of science became more pressing. Hitherto philosopher had served, but, as I have said, philosophy had narrowed in meaning to exclude natural philosophy, except in the minds and mouths of an older generation. An English man of science who called himself a philosopher now did so rather self-consciously, or hastened to qualify the name with the adjectives ' experimental ' or ' natural. ' The French word philosophe was immedi- ately brought to mind, and those designated by that word were not men of science, besides having been notorious atheists. The name scientist was first propounded in the Quarterly Review for March, 1834. The anonymous reviewer made the suggestion, too jocularly, however, to be taken entirely in earnest, in the course of a review of Mrs Somerville's book On the Connexion of the Physical Sciences. From Todhunter's biography 9 we learn that the reviewer was William Whewell, F.R.S."
I cannot yet find a copy of the original review and am curious to find it. In any case I think you're a little weird for turning this into a soapbox for your views on a so-called culture war.
Edit:
Here it is: https://archive.org/details/bub_gb_uWsJAAAAQAAJ/page/n61/mod...
I invite people to examine the primary source and come to their own conclusions.
> This places exactly zero constraints on the utility of IQ tests. Instead of asking why group A scores higher than group B, I can simply ask why group B is impaired relative to group A. Apparently that should be enough to convince you of the validity of the comparison.
I said significant impairment. I don't mean significant in the statistical sense but in the sense of "wow that's really noticeable". Basically any test of aptitude can be used to detect lead poisoning, or the impacts of brain tumor removal, for example.
Please answer my request though, in which contexts do you think IQ suffers from denialism?
In any case there is an important point: The variance of measured IQ for the same individual over time is very high. It's hard to extract a signal for that unless there's a severe effect being measured.
Hm, maybe I should boot it up again and see what's been changed.
The "they" who decided to export were not the "they" who starved.
But the GP was precisely talking about how even though many would say "we have freedom of speech", what that actually means in practice falls far short of the mark. We "have freedom of speech" in the sense that many people hold the ideology. But holding an ideology is very different from having that ideology realized.
You've asserted that this eugenicist viewpoint is valid and is defensible but you don't present such a defense. Would you like to post a defense this position which is by no means obvious?
I think this says a lot about what kind of teenager gets into an economics program, or at least the author's perception of them.
Some History of Functional Programming Languages (David Turner) https://www.cs.kent.ac.uk/people/staff/dat/tfp12/tfp12.pdf
It should be noted as it is in the abstract of your first reference that these are elaborations on the core idea of Church encodings (and Boehm-Berarducci encodings).
http://okmij.org/ftp/tagless-final/
"The so-called ``tagless-final'' style is a method of embedding domain-specific languages (DSLs) in a typed functional host language such as Haskell, OCaml, Scala or Coq. It is an alternative to the more familiar embedding as a (generalized) algebraic data type. It is centered around interpreters: Evaluator, compiler, partial evaluator, pretty-printer, multi-pass optimizer are all interpreters of DSL expressions. Doing a tagless-final embedding is literally writing a denotational semantics for the DSL -- in a host programming language rather than on paper."
It was the worst of all worlds and you're blaming it on the wrong people.