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All Technical Committee Conferences (Searched in: All Years)
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Search Results: Conference Papers |
Conference Papers (Available on Advance Programs) (Sort by: Date Descending) |
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Committee |
Date Time |
Place |
Paper Title / Authors |
Abstract |
Paper # |
QIT (2nd) |
2023-12-17 17:30 |
Okinawa |
OIST (Primary: On-site, Secondary: Online) |
[Poster Presentation]
Characteristic Function and Susceptibility as Quasiprobability Haruki Emori, Akihisa Tomita (Hokkaido Univ.) |
Quasiprobability is widely used as a tool to capture the essence and completely characterize the distribution of quantum... [more] |
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RCS, SIP, IT |
2022-01-21 13:55 |
Online |
Online |
Meta-Bound for Lower Bounds of Bayes Risk Shota Saito (Gunma Univ.) IT2021-82 SIP2021-90 RCS2021-250 |
In the parameter estimation problem of statistics and machine learning, information-theoretic lower bounds of the Bayes ... [more] |
IT2021-82 SIP2021-90 RCS2021-250 pp.301-305 |
IT |
2015-07-13 16:00 |
Tokyo |
Tokyo Institute of Technology |
[Invited Talk]
Reformulation of Information Theory by New Information Measures Tomohiko Uyematsu (Tokyo Tech) IT2015-27 |
Han and Verd'u introduced a new information measure called as
information spectrum, and developed the most general info... [more] |
IT2015-27 pp.59-66 |
IBISML |
2015-03-05 14:15 |
Kyoto |
Kyoto University |
Bayes Projection of Conditional Normalized Maximum Likelihood Distributions in Poisson Model and Linear Regression Model Mutsuki Kojima, Fumiyasu Komaki (UT) IBISML2014-86 |
In the Poisson model and the linear regression model, we reveal the relations between the conditional normalized maximum... [more] |
IBISML2014-86 pp.9-15 |
QIT (2nd) |
2014-11-17 15:00 |
Miyagi |
Tohoku Univ. |
Strong Converse Exponent for Classical-Quantum Channel Coding Milan Mosonyi (UAB, BME), Tomohiro Ogawa (UEC) |
We determine the exact strong converse exponent of classical-quantum
channel coding, for every rate above the Holevo ca... [more] |
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IT |
2014-09-19 13:00 |
Chiba |
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Revisiting the Rate-Distortion Theory Using Smooth Max Renyi Divergence Tomohiko Uyematsu, Tetsunao Matsuta (Tokyo Inst. of Tech.) IT2014-46 |
This paper clarifies the rate-distortion function for general sources
in terms of the smooth max Renyi divergence. To t... [more] |
IT2014-46 pp.31-36 |
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