LLM Control and Governance: A New Engineering Problem

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Most teams building on LLMs are still using deterministic instincts on a probabilistic system. Yet the mental models used for reliability — find the bug, fix the input, rerun the test — were built for predictable systems. LLMs generate every answer fresh, sampling from a probability distribution shaped by context, prompts, and retrieval. Control and governance in that environment are a different engineering problem. This visual by Taller CEO Christophe Kolb gives that problem an intuitive shape with a little help from Richard Feynman. It draws on Vitalii Oborskyi's "Uncertainty Architecture" to bring the core concepts to life: what it means to influence a probability distribution, how prompts and retrieval function as control signals, and how closed-loop feedback makes stochastic behavior more observable, bounded, and governable. Swipe to see the architecture that makes LLM-based systems more operationally controllable and trustworthy within defined boundaries. →

Christophe, the control-theory analogy holds, and the part most teams skip is the sensor. A closed loop needs a measured error signal, so without continuous evals scoring outputs against a defined objective, you are still open-loop and just relabeling prompt tweaks as control. Prompts and retrieval are the actuators, but evals are what make the feedback real. The distribution responds to what you quantify, not what you intend. Where do teams underinvest most, the sensing side or the actuation side?

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love it. Feynmann x Taller collab

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