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Abstract:
In this video, Rust expert and self-described "ML Luddite" Jon Gjengset puts agentic AI coding assistants to the test by attempting to implement complex changes in his type-safe spatial math crate, Sguaba. His goal is to determine if tools like Claude Code can handle non-trivial logic and advanced type system manipulations, tasks he suspects are beyond their pattern-replication capabilities.
The stream documents his "pair programming" session with the AI to implement two features: a macro with compile-time validation and a type-state builder that enforces a specific method call order. The process is a detailed, iterative dialogue, requiring Jon to provide constant, expert-level guidance and corrections to steer the AI toward a correct and idiomatic solution. While the AI successfully generates the code and thorough tests, it completes only two of the four planned tasks before exhausting the user's token limit. Jon concludes that for this kind of complex, non-boilerplate work, the tool did not necessarily save time and required his deep expertise to guide, though he acknowledges its value in generating comprehensive tests.
A Skeptic's Guide to Vibe Coding: Testing AI on Complex Rust
sguaba crate, a library designed for type-safe 3D spatial mathematics. Its reliance on Rust's type system to prevent errors in coordinate transformations makes it a challenging test for an AI assistant.Bearing and WGS84 coordinate types. The macro must validate inputs like elevation and latitude at compile time, eliminating the need for runtime expect() calls on constant values.compile_fail doc tests. This ensures that the macros correctly produce compilation errors for invalid inputs, a more advanced testing strategy.Orientation that uses the type-state pattern. This enforces that users set the yaw, pitch, and roll angles in the correct, sequential order, preventing logical errors.Orientation and Rotation), avoiding significant code duplication.Vector type generic over physical quantities (like velocity or acceleration) and adding support for N-vectors, a different system for representing coordinates on a sphere.