I listen to SomaFM (https://somafm.com/) and FIP (https://www.radiofrance.fr/fip), they have online streams by genre. When something gets me interested, I look up the artist, and I keep discovering lots of new names, independent labels, etc.
222 karma · joined April 29, 2024
I listen to SomaFM (https://somafm.com/) and FIP (https://www.radiofrance.fr/fip), they have online streams by genre. When something gets me interested, I look up the artist, and I keep discovering lots of new names, independent labels, etc.
I like the idea of the site, but not the execution.
It feels weird to read "nostalgic recollections" that pretend to be human, while in reality come from gen AI.
Gradle with Kotlin DSL is nice, what's annoying is Gradle's constant API reshuffling for the sake of it that breaks plugins. Some plugins also introduce pointless breaking changes just to have a fancier DSL.
The IDE support is not an issue in practice, in my opinion, because IDEA is the best IDE for both Java and Kotlin. The official Kotlin LSP was released 6 months ago, but I haven't tried it.
> and they aren’t irrational (i.e. they have a finite precision)
No, if you want only rational "indices", then your vector space has a countable basis. Interesting vector spaces in analysis are uncountably infinite dimensional. (And for this reason the usual notion of a basis is not very useful in this context.)
Otherwise, the "doomer manifest" is OK, but the comically inflated ego of Durov is annoying, him thinking that such banal and commonplace sentiments are worth pushing as an alert message to all users, wrapping everything into announcing his birthday (that he doesn't want to celebrate, oh no).
No, not arbitrary considerations.
The term goes back at least to Euclid who investigated factorization of integers in his "Elements". He used the greek word "protos" that was later translated to Latin as "primus". It doesn't mean "most important", rather "first".
The idea is that primes are the "multiplicative building blocks" for other numbers, the "origin" or "first principles", because every integer factors into primes. When a mathematical object can be decomposed in some way, it is very natural to study the irreducible blocks, because many questions boil down to them.
For many domain-heavy systems, it's not even the trustworthiness; just getting the business logic right requires a lot of work and lots of iterations with in-house domain experts and clients, there's no way LLMs can do that.
It has loudness normalization, which can be turned off in the settings.
This was not obvious at the time, and in fact, Ernst Kummer had discovered the assumption to be false some years before (unbeknownst to Lamé) and laid down foundations of algebraic number theory to investigate the issue.
It depends on the system in question, sometimes it's really worth it. Such setups are brittle by design, otherwise you get teams that ship fast but produce bugs that surface randomly in the runtime.
No offense, it's really great that you are able to make apps that do exactly what you want, but your examples are not very good to show that "software projects that somehow are 100% human developed will not be competitive with AI assisted or written projects" (as someone else suggested above). Complex real world software is different from pomodoro timers and TODO lists.
It gives you full control of constructing requests and assertions because test scenarios may include arbitrary JavaScript.
[1] https://github.com/rspeer/wordfreq/blob/master/SUNSET.md
The review mentions some very unfortunate errors that are not "passing over a point in less detail": suggesting that Cantor's diagonal argument depends on the AC and that CH is equivalent to c = 2^ℵ₀.
I wasn't familiar with the book and had just read the review; I wouldn't blame the author, but the publisher should have contacted someone for proofreading.