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 Conference Papers (Available on Advance Programs)  (Sort by: Date Descending)
 Results 1 - 5 of 5  /   
Committee Date Time Place Paper Title / Authors Abstract Paper #
AI 2022-02-28
10:40
Miyazaki Youth Hostel Sunflower MIYAZAKI
(Primary: On-site, Secondary: Online)
Observation Dialogue game and Impact on Strategy by Matrix-type Knowledge -- Question Selection of “INSIDER” Agents --
Ryunosuke Narikiyo, Youichiro Miyake (Rikkyo Univ.) AI2021-14
In this paper, we deal with Artificial Intelligence in agents as players in “INSIDER”, which is Imperfect Information Di... [more] AI2021-14
pp.13-18
CAS, SIP, MSS, VLD 2018-06-15
10:25
Hokkaido Hokkaido Univ. (Frontier Research in Applied Sciences Build.) Edge Taxation Method of Selfish Routing Games Based on Network Structure
Yoshiiki Matsui, Takafumi Kanazawa (Osaka Univ.) CAS2018-22 VLD2018-25 SIP2018-42 MSS2018-22
A selfish routing is a model of selfish players in networks. Each player tries to select a path that minimizes his trave... [more] CAS2018-22 VLD2018-25 SIP2018-42 MSS2018-22
pp.115-118
MSS, NLP
(Joint)
2018-03-12
14:00
Osaka   Learning in Two-Player Matrix Games by Policy Gradient Lagging Anchor
Shiyao Ding, Toshimitsu Ushio (Osaka Univ.) MSS2017-79
We propose a novel multi-agent reinforcement learning (MARL) algorithm which is called a policy gra-
dient lagging anch... [more]
MSS2017-79
pp.11-14
WIT, SP 2017-10-19
13:20
Fukuoka Tobata Library of Kyutech (Kitakyushu) Speech enhancement of utterance while playing with werewolf game "JINRO" based on NMF
Shunsuke Kawano, Toru Takahashi (OSU) SP2017-35 WIT2017-31
We describe that speech enhancement for natural and multi speaker dialognue. To record natural and multi speaker dialogn... [more] SP2017-35 WIT2017-31
pp.7-12
COMP 2013-12-20
14:25
Okinawa Okinawa Industry Support Center The Hidden K-matrix Linear Complementarity Problem is at Least as Hard as Linear Programming over Cubes
Jan Foniok (Univ. of Warwick), Komei Fukuda (ETH Zurich), Lorenz Klaus (NII/JST) COMP2013-45
The linear complementarity problem (LCP) is a framework that unifies optimization problems, such as linear programming, ... [more] COMP2013-45
pp.45-52
 Results 1 - 5 of 5  /   
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