×

zbMATH — the first resource for mathematics

Miyabe, Kenshi

Compute Distance To:
Author ID: miyabe.kenshi Recent zbMATH articles by "Miyabe, Kenshi"
Published as: Miyabe, K.; Miyabe, Kenshi
External Links: MGP · Wikidata
Documents Indexed: 21 Publications since 2010

Publications by Year

Citations contained in zbMATH

16 Publications have been cited 57 times in 35 Documents Cited by Year
Truth-table Schnorr randomness and truth-table reducible randomness. Zbl 1220.03043
Miyabe, Kenshi
9
2011
Van Lambalgen’s theorem for uniformly relative Schnorr and computable randomness. Zbl 1364.03062
Miyabe, K.; Rute, J.
6
2013
\(L^1\)-computability, layerwise computability and Solovay reducibility. Zbl 1315.03073
Miyabe, Kenshi
6
2013
Using almost-everywhere theorems from analysis to study randomness. Zbl 1401.03079
Miyabe, Kenshi; Nies, André; Zhang, Jing
5
2016
Convergence of random series and the rate of convergence of the strong law of large numbers in game-theoretic probability. Zbl 1230.60030
Miyabe, Kenshi; Takemura, Akimichi
5
2012
Uniform Kurtz randomness. Zbl 1338.03082
Kihara, Takayuki; Miyabe, Kenshi
4
2014
Schnorr triviality and its equivalent notions. Zbl 1336.03048
Miyabe, Kenshi
3
2015
Unified characterizations of lowness properties via Kolmogorov complexity. Zbl 1338.03083
Kihara, Takayuki; Miyabe, Kenshi
3
2015
The law of the iterated logarithm in game-theoretic probability with quadratic and stronger hedges. Zbl 1290.60036
Miyabe, Kenshi; Takemura, Akimichi
3
2013
An extension of van Lambalgen’s theorem to infinitely many relative 1-random reals. Zbl 1208.03045
Miyabe, Kenshi
3
2010
Derandomization in game-theoretic probability. Zbl 1403.91056
Miyabe, Kenshi; Takemura, Akimichi
2
2015
Algorithmic randomness over general spaces. Zbl 1338.03084
Miyabe, Kenshi
2
2014
Characterization of Kurtz randomness by a differentiation theorem. Zbl 1283.68176
Miyabe, Kenshi
2
2013
The difference between optimality and universality. Zbl 1258.03052
Miyabe, Kenshi
2
2012
Reducibilities relating to Schnorr randomness. Zbl 1408.68084
Miyabe, Kenshi
1
2016
An optimal superfarthingale and its convergence over a computable topological space. Zbl 1403.68088
Miyabe, Kenshi
1
2013
Using almost-everywhere theorems from analysis to study randomness. Zbl 1401.03079
Miyabe, Kenshi; Nies, André; Zhang, Jing
5
2016
Reducibilities relating to Schnorr randomness. Zbl 1408.68084
Miyabe, Kenshi
1
2016
Schnorr triviality and its equivalent notions. Zbl 1336.03048
Miyabe, Kenshi
3
2015
Unified characterizations of lowness properties via Kolmogorov complexity. Zbl 1338.03083
Kihara, Takayuki; Miyabe, Kenshi
3
2015
Derandomization in game-theoretic probability. Zbl 1403.91056
Miyabe, Kenshi; Takemura, Akimichi
2
2015
Uniform Kurtz randomness. Zbl 1338.03082
Kihara, Takayuki; Miyabe, Kenshi
4
2014
Algorithmic randomness over general spaces. Zbl 1338.03084
Miyabe, Kenshi
2
2014
Van Lambalgen’s theorem for uniformly relative Schnorr and computable randomness. Zbl 1364.03062
Miyabe, K.; Rute, J.
6
2013
\(L^1\)-computability, layerwise computability and Solovay reducibility. Zbl 1315.03073
Miyabe, Kenshi
6
2013
The law of the iterated logarithm in game-theoretic probability with quadratic and stronger hedges. Zbl 1290.60036
Miyabe, Kenshi; Takemura, Akimichi
3
2013
Characterization of Kurtz randomness by a differentiation theorem. Zbl 1283.68176
Miyabe, Kenshi
2
2013
An optimal superfarthingale and its convergence over a computable topological space. Zbl 1403.68088
Miyabe, Kenshi
1
2013
Convergence of random series and the rate of convergence of the strong law of large numbers in game-theoretic probability. Zbl 1230.60030
Miyabe, Kenshi; Takemura, Akimichi
5
2012
The difference between optimality and universality. Zbl 1258.03052
Miyabe, Kenshi
2
2012
Truth-table Schnorr randomness and truth-table reducible randomness. Zbl 1220.03043
Miyabe, Kenshi
9
2011
An extension of van Lambalgen’s theorem to infinitely many relative 1-random reals. Zbl 1208.03045
Miyabe, Kenshi
3
2010

Citations by Year

Wikidata Timeline

The data are displayed as stored in Wikidata under a Creative Commons CC0 License. Updates and corrections should be made in Wikidata.