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Information geometry in vapour-liquid equilibrium

By Dorje Brody and Daniel Hook
Using the square-root map p-->\sqrt{p} a probability density function p can be represented as a point of the unit sphere S in the Hilbert space of square-integrable functions. If the density function depends smoothly on a set of parameters, the image of the map forms a Riemannian submanifold M in... Show more
September 6, 2008
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Information geometry in vapour-liquid equilibrium
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