The paper claims that Fisher information in Gaussian neural population codes produces a hyperbolic visual space, and fits that model to distance-judgment and horopter data.
Space and geometry in the light of physiological, psychological and physical inquiry
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Investigation of the neural origin of non-Euclidean visual space and analysis of visual phenomena using information geometry
The paper claims that Fisher information in Gaussian neural population codes produces a hyperbolic visual space, and fits that model to distance-judgment and horopter data.