
Mathematical Foundations · Est. 2025
We work on the structure inside the data, not on top of it. Two areas, one mathematical foundation.
"Sparsity isn't just a property of data. It's a design principle for intelligence."
The SparseTech Research Team
What We Do
Most real-world signals contain a lot of structure under the noise. We apply that idea in two places: the radio frequencies that carry information, and the neural networks that interpret it.
Efficient algorithms for next-generation wireless infrastructure such as 6G beamforming, massive MIMO, real-time spectrum analysis, and industrial sensing, with reproducible behavior we can test and verify.
Frameworks for building intelligent systems on mathematical foundations: edge LLM deployment, principled compression, compositional reasoning, and deterministic inference.
Shared foundation
In signals
Most frequency bins are noise. Sparse methods identify and process only the components that carry information.
In models
Most parameters are redundant. Sparse methods discover and preserve the weights that matter.
Same math
Compressed sensing, sparse linear algebra, and deterministic optimization underlie both.
Selected Research
Our team's publications are listed on the Research page alongside curated foundational readings from arXiv.
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Technical Insights
Scaling adds capacity. It doesn't guarantee structure. What we found when we started carving.
Technical Insights
Why learning from a single source creates limits, and why combining perspectives produces smarter, more reliable systems.
Technical Insights
The real problem isn't how you ask. It's how the model listens.
Research collaborations, licensing inquiries, or just to say hello.