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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 # |
NC, IPSJ-BIO, IBISML, IPSJ-MPS (Joint) [detail] |
2015-06-25 09:30 |
Okinawa |
Okinawa Institute of Science and Technology |
Online Density Estimation of Bradley-Terry Models Issei Matsumoto (Toyota), Kohei Hatano, Eiji Takimoto (Kyushu U.) IBISML2015-21 |
We consider an online density estimation problem for Bradley-Terry models that determine the probability of a match resu... [more] |
IBISML2015-21 pp.173-180 |
IBISML |
2015-03-06 11:00 |
Kyoto |
Kyoto University |
Asymptotic Properties of Area Under the ROC Curve via Likelihood Ratio Based Ranking Function Kentaro Nakanishi, Toshiyuki Tanaka (Kyoto Univ.), Naonori Ueda (NTT) IBISML2014-92 |
We study properties of the area under the ROC curve, which is one of measures to evaluate performance of a binary classi... [more] |
IBISML2014-92 pp.55-62 |
CQ |
2014-07-10 11:15 |
Osaka |
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Analysis of the Robustness of Degree Centrality against Random Errors in Graphs Sho Tsugawa (Univ. of Tsukuba), Hiroyuki Ohsaki (Kwansei Gakuin Univ.) CQ2014-18 |
Network analyses, which analyze the topological structure of large-scale complex networks such as social networks, brain... [more] |
CQ2014-18 pp.19-24 |
IBISML |
2014-03-07 10:05 |
Nara |
Nara Women's University |
Online Prediction with Bradley-Terry Models and Logistic Models Issei Matsumoto, Kohei Hatano, Eiji Takimoto (Kyushu Univ) IBISML2013-74 |
We consider an online density estimation problem under the Bradley-Terry model which determines the probability of the o... [more] |
IBISML2013-74 pp.55-62 |
IBISML |
2013-11-12 15:45 |
Tokyo |
Tokyo Institute of Technology, Kuramae-Kaikan |
[Poster Presentation]
Support vector comparison machines Toby Dylan Hocking, Supaporn Spanurattana, Masashi Sugiyama (Tokyo Inst. of Tech.) IBISML2013-51 |
In ranking problems, the goal is to learn a ranking function
$r(x)inRR$ from labeled pairs $x,x'$ of input points. In... [more] |
IBISML2013-51 pp.115-121 |
IBISML |
2010-11-04 15:00 |
Tokyo |
IIS, Univ. of Tokyo |
[Poster Presentation]
Learning Evaluation Functions for Shogi Using SVM-based Bipartite Ranking Learning Daiki Suehiro, Kohei Hatano, Hideo Bannai, Eiji Takimoto, Masayuki Takeda (Kyushu Univ.) IBISML2010-74 |
Recently, automatic optimization of parameters by applying machine learning methods has become a mainstream approach for... [more] |
IBISML2010-74 pp.113-118 |
COMP |
2005-09-15 16:35 |
Osaka |
Osaka Univ., Toyonaka Campus |
How Easy to Learn Linear Ranking Functions Atsuyoshi Nakamura (Hokkaido Univ.) |
In this paper, we study how easy to learn the class of {\em linear ranking functions}
from $n$-dimensional Euclidean sp... [more] |
COMP2005-35 pp.49-53 |
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