987 karma · joined November 1, 2013
Burn. It. With. Fire.
I was at Nokia and we used robot, what an absolute pain it was
Oh man, thanks for the nostalgia trip!
But instead you have to maintain bug-for-bug compability in libc for every API you've ever written. In case of macOS where the kernel and libc/libSystem developments are closed and done by the same entity is makes zero difference (imho).
Also, I understand catiopatio's argument in the sibling comment about doing more in user-space than in kernel in case of a bug, but it breaks down the moment thin wrappers around syscalls exist there. You link to libc/libSystem and use every thin wrapper in existence - now no syscall can be changed (if I understand correctly how macOS works, never used one)
Either I'm reading this sentence incorrectly or there is something else I don't understand. How can that statement be true?
But in a very clear and straightforward way. I think you are laughting at it a bit because you know what (and how big) a measure theory is so you are automatically 'importing' all that knowledge and you think the author did too. But all is required from the reader is literally what a finite set and a fuction are. Students are very often scared of 'big words' because it seem like it should be hard even if a simple definition of that word has just been given, which is a bit weird and I'm not sure where it's comming from
I like this approach a lot, it makes it easier learning harder and harder concepts later when you start this way because you are introduced to correct terminology early instead of analogies and hand-waving. Later material is harder to learn so analogies no longer work and it often feels like 'ok, this is too hard now' or like you are starting over
It won't work in the PoW scheme because there is presumably some cryptocurrency involved as a reward
It's not to save paper or because of the product. You don't know the solution to the problem you are working on from the beginning and most of the time is spent writing and writing and writing in a scratchpad trying to solve what you need. Anything longer than a single glyph for variables would be too tedious so everyone evolved to use single letters. And then the papers are written with the same convention since it's natural. You have variable names though with the use of subscripts with the added benefits that it can be (and is) used to elegantly group relevant variables together giving you some sort of abstraction
I once wrote a comment about it here on HN - language in maths is not a programming language used to tell a computer how to go from A to B, but a natural language used to talk about maths between peers. Every natural language have idioms, inconsistences and other quirks. Polish will not change for you so it's easier for you to learn it, it will change in the way that let's polish people communicate better with each other which also include a lot of historical and cultural happenstances. Same with maths
There are attempts like Esperanto and other artificial languages like that and I think any attempts at 'codification' of maths to use some programming language has the same chance of success of wide adoption
If the transfer was not done on a blockchain but only in the database of some company, are you really using any new technology?
But the slope of the Celsius<->Kelvin is 1.
0 is ground floor.
This issue creeps in a lot but I think it comes from the complex analysis, where differentiable function is always smooth and analytic (holomorphic).
This article is from 2007
Absolute gem, especially for people that are already aware of the plethora of good but well-known channels and are looking for something new and not recycled. Highly recommended!
But you can think of f as a function of two complex arguments f(z,c)=z^2 + c and iterate it on the whole domain (two complex = four real dimensions) and then have a picture being a slice through any 2D or (even 3D, which is what parent is talking about) plane you like. In other words, the famous Mandelbrot fractal picture is a slice of f(z,c) through a plane z=0, and Julia set pictures are slices through planes c=constant but there is no reason one cannot make other pictures of f(z,c) (just be careful what you meant by iterating a function f: C^2 -> C).
The burning ship fractal in the article is the same but the function f(z,c) is a bit weirder
I sometimes wonder if the opposite is true - that the PMs can convince the upper managment that users are staying on the website longer with all those stupid as fuck shit changes, but in reality they are there longer because it's increasingly more difficult to find anything you are looking for
Sort of 'When a measure becomes a target, it ceases to be a good measure'