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Study Connects Algorithmic Randomness with Weak Merging of Measures

Study Connects Algorithmic Randomness with Weak Merging of Measures

A new paper links Martin‑Löf and Schnorr randomness to weak merging of computable measures, requiring the Kullback‑Leibler divergence series to converge (effectively for Schnorr). getnews.me/study-connects-algorithm... #algorithmicrandomness

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Every Direction Holds a Line Without ee‑Random Points

Every Direction Holds a Line Without ee‑Random Points

Researchers proved that for every direction there exists a line with no double‑exponential random (ee‑random) points, settling a question posed by Lutz and Lutz in 2015. Read more: getnews.me/every-direction-holds-a-... #algorithmicrandomness #kakeya

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