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- W2977217507 abstract "Rays are classes of an equivalence relation on a module V over a semiring. They provide a version of convex geometry, supported by a supertropical trigonometry and compatible with quasilinearity, in which the CS-ratio takes the role of the Cauchy-Schwarz inequality. CS-functions which emerge from the CS-ratio are a useful tool that helps to understand the variety of quasilinear stars in the ray space Ray(V). In particular, these functions induce a partition of Ray(V) into convex sets, and thereby a finer convex analysis which includes the notions of median, minima, glens, and polars." @default.
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- W2977217507 date "2019-09-30" @default.
- W2977217507 modified "2023-09-27" @default.
- W2977217507 title "Cauchy-Schwarz functions and convex partitions in the ray space of a supertropical quadratic form" @default.
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