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Committee Date Time Place Paper Title / Authors Abstract Paper #
IT 2017-07-14
10:50		 Chiba Chiba University Variable-Length Intrinsic Randomness Problem Allowing Non-Vanishing Underflow Probability
Jun Yoshizawa, Shota Saito, Toshiyasu Matsushima (Waseda Univ.) IT2017-29		 This paper deals with the variable-length intrinsic randomness problem for general sources. Previous study adopts the me... [more] IT2017-29
pp.73-78
IT, ISEC, WBS 2016-03-10
14:30		 Tokyo The University of Electro-Communications Intrinsic Randomness Problem for Correlated General Sources
Tomohiko Uyematsu, Tetsunao Matsuta (Tokyo Tech.) IT2015-111 ISEC2015-70 WBS2015-94		 Muramatsu et~al. considered the problem of generating statistically independent random numbers from two correlated memor... [more] IT2015-111 ISEC2015-70 WBS2015-94
pp.61-66
IT 2015-07-13
10:00		 Tokyo Tokyo Institute of Technology Variations of the Strong Converse Theorem on the Intrinsic Randomness Problem for General Sources
Shota Saito, Toshiyasu Matsushima (Waseda Univ.) IT2015-17		 This study deals with the Intrinsic randomness problem for general sources.
Previous study shows that the necessary and... [more]		 IT2015-17
pp.1-6
IT 2015-01-30
13:00		 Chiba   The second order asymptotic rates in intrinsic randomness problem in terms of smooth Renyi entropy
Eiichi Namekawa, Tomohiko Uyematsu (Tokyo Tech) IT2014-54		 The intrinsic randomness problem is to approximately generate uniform random numbers from output sequences of a general ... [more] IT2014-54
pp.1-6
IT 2013-07-26
09:45		 Tokyo Nishi-Waseda campus, Waseda University Intrinsic Randomness in Terms of Smooth Renyi Entropy
Shohei Kunimatsu, Tomohiko Uyematsu, Ryutaroh Matsumoto (Tokyo Inst. of Tech.) IT2013-20		 Intrinsic randomness problems for general sources are to approximately generate uniform random symbols from source outpu... [more] IT2013-20
pp.43-48
IT 2010-05-21
11:20		 Tokushima the University of Tokushima Smooth Renyi Entropy and Intrinsic Randomness
Tomohiko Uyematsu (Tokyo Inst. of Tech.) IT2010-3		 This paper deals with intrinsic randomness problem of general sources, and
establishes a new unified method for
intrin... [more]		 IT2010-3
pp.13-18
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