My name is Arseny Kapoulkine and this is my blog where I write about computer graphics, optimization, programming languages and related topics. I’m the author of pugixml, meshoptimizer, volk and other projects.

I regularly hear or read statements like this: “X is slow but this is to be expected because it needs to do a lot of work”. It can be said about an application or a component in a larger system, and can refer to other resources that aren’t time. I often find these profoundly unhelpful as they depend much more on the speaker’s intuition and understanding of the problem, than X itself.

In Luau, modulo operator `a % b`

is defined as `a - floor(a / b) * b`

, the definition inherited from Lua 5.1. While it has some numeric issues, like behavior for `b = inf`

, it’s decently fast to compute so we have not explored alternatives yet.

That is, it would be decently fast to compute if `floor`

was fast.

When working with mesh shaders, the geometry needs to be split into meshlets: small geometry chunks where each meshlet has a set of vertices and triangle indices that refer to the vertices inside each meshlet. Mesh shader then has to transform all vertices and emit all transformed vertices and triangles through the shader API to the rasterizer. When viewed through the lens of traditional vertex reuse cache, mesh shaders seemingly make the reuse explicit so you would think that vertex/triangle locality within one meshlet doesn’t matter.

You would be wrong.

When using `std::condition_variable`

, there’s an easy to remember rule: all variables accessed in wait predicate must be changed under a mutex.
However, this is easy to accidentally violate by throwing atomics in the mix.

In the process of working on calm, a minimal from-scratch fast CUDA implementation of transformer-based language model inference, a critical consideration was establishing the speed of light for the inference process, and measuring the progress relative to that speed of light. In this post we’ll cover this theoretical limit and its implications.