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takd

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Speeding Up Python with Rust and No Prior Knowledge

volzo.de
2 points·by takd·작년·0 comments

How Much Would You Need to Be Paid to Live on a Deserted Island and Kill Seals?

mattlakeman.org
1 points·by takd·작년·4 comments

Research on the Bongard Problems (2006)

foundalis.com
1 points·by takd·작년·0 comments

Fancy math doesn't make simple math stop being true

dynomight.net
5 points·by takd·3년 전·0 comments

On Malignant Escapism

residentcontrarian.com
9 points·by takd·3년 전·0 comments

Covfefe Act

en.wikipedia.org
2 points·by takd·4년 전·0 comments

comments

takd
·2년 전·discuss
The question itself merits discussion, while the post did not exactly answer it.
takd
·2년 전·discuss
As a related aside, the terms "cepstrum" and the "quefrencies" [1] (c.f. spectrum and frequencies) sound so hilarious that when I first heard about them I was convinced it was some kind of prank.

[1] https://en.wikipedia.org/wiki/Cepstrum
takd
·2년 전·discuss
Mathematically, the Fourier transform is "simply" a way of representing time signals in a certain orthogonal vectorial basis. Vectors in an ordinary sense, e.g. a displacement vector on Earth's surface can also be represented in several orthogonal bases: one basis could, for example, be two vectors pointing North and East; another could be a vector pointing along a certain road and one perpendicular to it. There is nothing inherently special about any of these bases, one could draw maps according to any of these two or many other conventions. (Orthogonal basis vectors are not even necessary, only convenient.)

The interesting thing about time-dependent signals (or any "pretty" function, really) is that they live in an infinite-dimensional vector space, which is hard to imagine; but (besides some important technicalities) the math works mostly the same way: signals as infinite-dimensional vectors can be represented in a lot of bases. One representation is the Fourier transform, where the basis vectors are harmonic functions. The "map" showing the shape of a signal as a combination of infinitely many harmonic functions -- i.e. the frequency domain -- is just as real as any other map with different basis vectors, e.g. the Walsh–Hadamard transform mentioned in the article. And, crucially, the original time-domain representation is also just one map showing us the signal, though it is often the most natural to us.
takd
·3년 전·discuss
I had good experiences with nbdime.
takd
·4년 전·discuss
Which koan is that?
takd
·5년 전·discuss
What versions of the mentioned packages is this feature included in? I.e. what should I be looking for in my distro updates?
takd
·6년 전·discuss
1. Yes, I think all HackerDaily articles should be included. 30-50 articles per day is not that much.

2. I think separate RSS feeds for different timezones might be better (not _every_ timezone, but say, every whole hour offset), so everyone can choose what they want; either based on the timezone or on their daily routine.
takd
·6년 전·discuss
I really like the idea, and the site is pretty. Is there a daily RSS feed too? I cannot find it.
takd
·6년 전·discuss
I have been using /e/OS on a Fairphone 3 for several months now, and I am quite satisfied.

Yes, it is built on LineageOS, though I am not sure how closely it is tracked.

They have their own cloud services, but you can opt out. You can use your own Nextcloud server as well, which I think is pretty neat: you can have a convenient cloud-based experience (contact and calendar sync etc.) with the stock /e/OS installation, while also having ownership of your data in your Nextcloud instance. (Their own servers are also heavily based on Nextcloud.)

Regarding app stores: I think it is the weakest point. F-Droid is nice but not enough, the /e/OS App Store is a bit murky for me; for most of the non-FOSS apps I use the Aurora Store, which seems trustworthy to me so far.