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The wait is over. HTML for People is OUT NOW!

I feel strongly that anyone should be able to make a website with HTML if they want. This web book will teach you how to do just that. It doesn’t require any previous experience making websites or coding. I will cover everything you need to know to get started in an approachable and friendly way.

And it’s free for all. 🚀

htmlforpeople.com

htmlforpeople.comHTML for PeopleHTML isn't only for people working in the tech field. It's for everyone. Learn how to make a website from scratch in this beginner friendly web book.

I am very happy to announce the launch of the Small Grants program! This is an contributions program to help improve the organization and some of the issues that have traditionally been overlooked. No numerical/scientific knowledge needed for many of these projects. If you've been looking contribute and needed an impetus to get started, let this be your call to arms!

For more information, see sciml.ai/small_grants/

5️⃣ Here's the 5th installment of my series of posts highlighting key new features of the upcoming v256 release of systemd.

I am pretty sure all of you are well aware of the venerable "sudo" tool that is a key component of most Linux distributions since a long time. At the surface it's a tool that allows an unprivileged user to acquire privileges temporarily, from within their existing login sessions, for just one command, or maybe for a subshell.

"sudo" is very very useful, as it…

Hardcore math tweet:

The complex numbers are nice in two ways. They are an 'algebraically closed' field, meaning that every polynomial equation with complex coefficients has a complex solution. And they are 'Cauchy complete' metric space, meaning that every Cauchy sequence converges.

We can get the complex numbers in two ways. We can start with the rational numbers and take their Cauchy completion. This gives us the real numbers. But these are not algebraically closed. So we can take their algebraic closure. The result is the complex numbers, which is still Cauchy complete.

Or, we can start with the rational numbers and take their algebraic closure. This gives us the 'algebraic numbers'. There's a way to define a nice metric on these, but the resulting metric space is not Cauchy complete. To fix that, we can take its Cauchy completion. The result is the complex numbers, which is still algebraically closed.

In the first route I used the usual metric on rational numbers. But what if we use one of the p-adic metrics?

We can start with the rational numbers and take their Cauchy completion using the p-adic metric. This gives us the p-adic numbers. But these are not algebraically closed. So then we can take their algebraic closure. There's a nice metric on it, but it's 𝑛𝑜𝑡 still Cauchy complete.

So we can take the Cauchy completion 𝑎𝑔𝑎𝑖𝑛. You may feel sort of pessimistic right around now... but this time the resulting field 𝑖𝑠 algebraically closed, and of course Cauchy complete by definition. So yay, we're done! 🎉

The weird part: the resulting field is isomorphic to the complex numbers equipped with a weird metric. Using the axiom of choice. 😬

v1.10 is released! Major "time to first X" and loading time improvements! With this one, I tend to not even do any system image shenanigans anymore: standard Julia is fast enough to start for me for anything I tend to use. Great work all!

github.com/JuliaLang/julia/blo

GitHubjulia/NEWS.md at release-1.10 · JuliaLang/juliaThe Julia Programming Language. Contribute to JuliaLang/julia development by creating an account on GitHub.

solving nonlinear systems of equations w/ automated detection of sparsity patterns, symbolic simplification, and of course faster (GPU) solvers all right out of the box with automatic differentiation support. Faster than and !

youtube.com/watch?v=O-2F8fBuRR

NVK just landed in Mesa! 🥳

This been a long time coming... We've been developing NVK in a branch for over a year now but a few minutes ago we finally landed the new driver int he main Mesa repo. We're not conformant yet but being upstream is still a huge milestone. 😁

collabora.com/news-and-blog/ne

Collabora | Open Source ConsultingNVK Has landed!NVK Has Landed!