What programming languages' de-facto thread implementations are not wrappers around pthreads? I think Go has its own thread implementation? Or am I mistaken?
982 karma · joined July 7, 2016
What programming languages' de-facto thread implementations are not wrappers around pthreads? I think Go has its own thread implementation? Or am I mistaken?
I know pip has its own flaws with not-so-great package and dependency management. But does that warrant a whole new tool? Or does that warrant fixing the existing tool?
I wonder what the reason is for this kind of behavior to exist only in the Javascript community? Could it be that a vast majority of Javascript developers are really in high school? Are there any good stats sources for it?
If you redefine the law like that, then sure, I agree that there are many uniform distributions too where the 1st digit is likely to be small. Here is another simple example: Consider the distribution of positive integers from 1 to 2. If we pick a number at random from {1, 2} then the 1st digit is likely to be small. This kind of analysis is boring.
But (fortunately!) that's not what Benford's law says. Benford's law provides a specific formula. Check https://en.wikipedia.org/wiki/Benford%27s_law#Definition to see the specific formula that must hold good for a set of numbers to be said to obey Benford's law. That's what makes Benford's law so interesting whereas your example ranges are degenerative cases where nothing new, surprising, or interesting is going on.
How does that work? Who can explain this to me?
It is impossible on Hacker News for a new green account with less than 500 points to downvote someone else.
What does "max is uniformly distributed" even mean? If you think that the Benford's law holds good for a set of uniformly distributed numbers, why not simply provide that set? It would be so easy to prove your claim if you just provide an example set of numbers that obeys Benford's law.
All sets of numbers you have presented so far (0-300, 0-30000, 0-300000000000000000000000) do not follow Benford's law. It is very simple to show. In all these sets, the probability of first digit as 1 is equal to the probability of first digit as 2 which contradicts Benford's law.
If we are going to argue like this, I might as well present a set of two numbers S = {1, 2} and claim that when we choose numbers from uniform distribution, the probability of 3 occurring as the first digit is 0. Other commenters are not assuming weird distributions like this because this kind of discussion does not provide any new insights and is just a waste of time.
This is not what happened. They were granted the rights to sublicense it. Placing a piece of work in public domain automatically grants others to do whatever they want with it including sublicensing it.
Parking pages or any other use that intends to work around the restriction can be deemed illegitimate use.
I have read great things about SLIME and how it helps in hot-reloading code into a Lisp REPL using Emacs. But is it necessary to learn Emacs to do Lisp? Are the plugins for Vim good enough?
Can you share your two keybindings with us?
That's a really strange argument to make. If you see the README, it mentions, "But then did you yearn to use something even simpler to generate your blog? Do you like Python? Perhaps the thought of writing your own static site generator crossed your mind but you thought it would be too much work? If you answered "yes" to these questions, then this project is for you."
Makesite.py is being presented as a do-it-yourself blogging solution with makesite.py serving as a good starting point to start hacking. It is very different from Jekyll. How does it make sense to mention Pelican which is, if anything, similar to Jekyll and not similar to Makesite.py?
What are those environments? Can you be more specific?
> arXiv Vanity renders academic papers from arXiv as responsive web pages so you don’t have to squint at a PDF.
Why aren't more PDFs displayed like this on the web? I thought the math stuff would be a problem but this site shows the math stuff alright.
Anyone knows how to reliably convert complex PDFs to beautiful web pages like this?
I know many people are averse to the idea of macros that makes Lisp so malleable (you can add syntactic abstractions like in-fix expressions etc.) but the same people are not averse to adding new types with classes or new "operators" with functions. I find it curious that many are comfortable at stopping the level of abstraction at just that (types and operations). For some reason, the idea of abstracting away syntax itself or dynamic function definitions (macros) is unpalatable. Why should the comfort for abstraction stop just there? Just like one can make a mess with types and functions, one can make a mess with macros. Just like one can write beautiful and elegant types and functions, one can write beautiful and elegant macros. Does the aversion to macros come due to the traumatic experience people relate to when they think of C/C++ macros?