Divergence (linguistics)

Related papers: 20

About

Divergence, in the context of robotics and AI, refers to a family of mathematical and perceptual measures that quantify how much two distributions, signals, or flow fields differ from one another. It appears in two distinct but related forms. The first is statistical divergence, most notably Kullback-Leibler (KL) divergence, which measures the difference between probability distributions and is widely used in reinforcement learning for constraining policy updates, in multi-sensor fusion for fault detection, and in active SLAM for guiding exploration toward maximally informative robot motions. The second is optical flow divergence, a visual cue derived from expanding or contracting patterns in an image stream that allows robots and aerial vehicles to estimate time-to-contact, surface orientation, and proximity to obstacles without explicit depth sensing. Both forms matter because they provide principled, computationally efficient signals: statistical divergence keeps learned policies stable and well-calibrated, while optical flow divergence enables lightweight, biologically inspired navigation in resource-constrained platforms such as micro air vehicles and mobile robots operating in real time.

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