Definition

Open source models

An AI model whose weights, code, and details of its training data are released so anyone can run, inspect, modify, and build on it.

How founders on the podcast use it

Publicly released model weights that a company can run on its own hardware, which resolves both cost and data residency concerns.

From Apple To Animals: The Pivot That Built A 6-Continent AI Company In 30 Months

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Related terms in AI Fundamentals

OCR (Optical Character Recognition)Technology that converts images of text, including handwritten annotations, into machine-readable text. Critical for legal work, where documents often include handwritten notes and stamped modifications.On-Device AIModel inference that runs locally on your phone instead of sending data to a cloud server. Savva supports airplane mode verification so users can confirm queries never leave the device.Open sourceSoftware whose source code is freely available for anyone to view, use, modify, and share.Open source / open weightsModels you can download, run, and keep, with no provider able to revoke access.Open weights and open source modelsModels whose parameters are published, so anyone can run and fine-tune them in their own environment.Open-Source LLM StrategyThe decision to release AI model weights and architecture publicly, enabling community contribution, local deployment, trust verification, and developer adoption at scale. China's approach: all major LLMs released open source. US approach (except Meta): all major frontier models remain closed. Open source compounds via the scientific method — thousands of contributors find flaws, optimize, build smaller deployment-specific variants, and expand use cases. The strategic argument: whoever wins developer adoption wins the long-term market, and open source is how you build with developers rather than selling to them.Open-weight modelA model whose trained weights are publicly downloadable, even if its training data and code are not.Optimization algorithmThe method a model uses during training to adjust its parameters and make fewer mistakes, such as gradient descent.