[HN Gopher] Efficient sparse computations using linear algebra a...
___________________________________________________________________
Efficient sparse computations using linear algebra aware compilers
(2025)
Author : matt_d
Score : 61 points
Date : 2026-03-12 23:55 UTC (4 days ago)
(HTM) web link (www.osti.gov)
(TXT) w3m dump (www.osti.gov)
| owlbite wrote:
| It will be interesting to see if this solves any issues that
| aren't already addressed by the likes of matlab / SciPy / Julia.
| Reading the paper it sounds a lot like "SciPy but with MLIR"?
| geremiiah wrote:
| It's more like OpenXLA or the PyTorch compiler, that codegens
| Kokkos C++ kernels from MLIR defined input programs, which for
| example can be outputted from PyTorch. Kokkos is common in
| scientific computing workloads, so outputting readable kernels
| is a feature in itself. Beyond that there's a lot of
| engineering that can go into such a compiler to specifically
| optimize sparse workloads.
|
| What I am missing is a comparison with JAX/OpenXLA and PyTorch
| with torch.compile().
|
| Also instead of rebuilding a whole compiler framework they
| could have contributed to Torch Inductor or OpenXLA, unless
| they had some design decisions that were incompatible. But it's
| quite common for academic projects to try to reinvent the
| wheel. It's also not necessarily a bad thing. It's a
| pedagogical exercise.
| convolvatron wrote:
| I think the exactly opposite, if someone was able to build a
| framework that doesn't overly constrain the problem, and
| doesn't require weeks of screwing around with the build,
| integration of half baked components and insane amounts of
| boilerplate, that would be a fantastic contribution in and of
| itself even it didn't advance the state of tensor compilation
| in any other way.
| trevyn wrote:
| Isn't this where Mojo is going?
| uoaei wrote:
| Speaking of, where is Mojo?
| snovv_crash wrote:
| Curious how this would deal with things like Kahan Summation,
| which corrects floating point errors that theoretically wouldn't
| exist if you had infinite precision representations.
| strujillo wrote:
| Sparse workloads are a really good fit for scientific discovery
| pipelines, especially when you're searching over candidate
| equation spaces.
|
| In practice, even relatively small systems can surface meaningful
| structure. I've been using sparse regression (SINDy-style) on raw
| solar wind data and was able to recover things like the Sun's
| rotation period (~25.1 days estimate) and non-trivial scaling
| laws.
|
| What becomes limiting pretty quickly is compute efficiency when
| you scale candidate spaces, so compiler-level optimizations like
| this feel directly relevant to making these approaches practical
| at larger scales.
___________________________________________________________________
(page generated 2026-03-17 23:01 UTC)