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math.LO2016
Schnorr randomness for noncomputable measures
Jason Rute
This paper explores a novel definition of Schnorr randomness for noncomputable measures. We say is uniformly Schnorr -random if for all lower semicomputable…
math.LO2016
Algorithmic randomness and Fourier analysis
Johanna Franklin, Timothy McNicholl, Jason Rute
Suppose . Carleson's Theorem states that the Fourier series of any function in converges almost everywhere. We show that the Schnorr random points are…