Presentation 2016-06-13
[Invited Talk] A physical limit in information communication
Hisa-Aki Tanaka,
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Abstract(in Japanese) (See Japanese page)
Abstract(in English) Holder's inequality, which was found by two mathematicians Rogers (1888) and Holder (1889) independently, is now one of the most essential inequalities in mathematics, especially in functional analysis. Despite of its daily use in mathematics, a useful `physical' interpretation of this inequality has never been reported until 2014 as far as the author knows. This talk presents elegant solutions to some issues related to information communications, which have been recently obtained by this inequality.
Keyword(in Japanese) (See Japanese page)
Keyword(in English) Physical limit / information communication / Holder's inequality / optimization problem / Tsallis statistics
Paper # NLP2016-25,CCS2016-8
Date of Issue 2016-06-06 (NLP, CCS)

Conference Information
Committee CCS / NLP
Conference Date 2016/6/13(2days)
Place (in Japanese) (See Japanese page)
Place (in English) Kikai-Shinko-Kaikan Bldg.
Topics (in Japanese) (See Japanese page)
Topics (in English) Nonlinear Science, Complexity Science, etc.
Chair Yasuhiro Tsubo(Ritsumeikan Univ.) / Hisato Fujisaka(Hiroshima City Univ.)
Vice Chair Naoki Wakamiya(Osaka Univ.) / Mikio Hasegawa(Tokyo Univ. of Science) / Masaharu Adachi(Tokyo Denki Univ.)
Secretary Naoki Wakamiya(Kyoto Sangyo Univ.) / Mikio Hasegawa(Osaka Univ.) / Masaharu Adachi(Konan Univ.)
Assistant Takayuki Kimura(Nippon Inst. of Tech.) / Song-Ju Kim(NIMS) / Ryo Takahashi(Kyoto Univ.) / Hidehiro Nakano(Tokyo City Univ.) / Hiroyuki Asahara(Okayama Univ. of Science) / Toshihiro Tachibana(Shonan Inst. of Tech.)

Paper Information
Registration To Technical Committee on Complex Communication Sciences / Technical Committee on Nonlinear Problems
Language JPN
Title (in Japanese) (See Japanese page)
Sub Title (in Japanese) (See Japanese page)
Title (in English) [Invited Talk] A physical limit in information communication
Sub Title (in English) a hidden mechanism in injection locking, generalized Fisher information, and Tsallis statistics
Keyword(1) Physical limit
Keyword(2) information communication
Keyword(3) Holder's inequality
Keyword(4) optimization problem
Keyword(5) Tsallis statistics
1st Author's Name Hisa-Aki Tanaka
1st Author's Affiliation The University of Electro-Communications(UEC)
Date 2016-06-13
Paper # NLP2016-25,CCS2016-8
Volume (vol) vol.116
Number (no) NLP-86,CCS-87
Page pp.pp.31-34(NLP), pp.31-34(CCS),
#Pages 4
Date of Issue 2016-06-06 (NLP, CCS)