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 Conference Papers (Available on Advance Programs)  (Sort by: Date Descending)
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Committee Date Time Place Paper Title / Authors Abstract Paper #
ET 2023-12-16
11:05		 Okayama Tsushima Campus,Okayama University A Study of Grammar-Concept Understanding Problem for SQL Python Database Programming Learning Assistant System
Ni Wayan Wardani, Nobuo Funabiki, Abdul Rahman Patta, Xiqin Lu (Okayama Univ.), I Nyoman Agus Suarya Putra (INSTIKI) ET2023-37		 Currently, SQL (Structured Query Language) and Python programming are being taught in numerous universities and professi... [more] ET2023-37
pp.7-12
IN 2021-01-18
14:15		 Online Online A Study of Distributed Adaptive Database System
Kazutami Arimoto (Okayama Prefectural Univ.), Suzuki Takayuki (Dendritik), Naoki Yamauchi (Tenchnoaccel), Kotaro Shinjo (Kousokuya, Inc.), Kensaku Kinosita, Noriaki Yoshikawa (Cyber Creative Institute) IN2020-47		  [more] IN2020-47
pp.30-35
MBE 2020-06-12
13:25		 Online Online Development of the image recognition part of a medical equipment operation support system using smartglasses
Hisashi Miyazaki, Michiko Kawasaki, Isao Kayano (Kawasaki Univ. of Medical Welfare), Hideyuki Oiwa (Medical Universe), Masaki Fujita (Enhanlabo), Takashi Hisagami, Toshihisa Hirose (Tik) MBE2020-7		 We are developing a support system with the aim of assisting surgery using a heart-lung device. In this system, the user... [more] MBE2020-7
pp.5-8
MBE 2019-06-21
13:00		 Hokkaido   A study of medical equipment operation support system using smartglasses
Hisashi Miyazaki, Michiko Kawasaki, Takuya Matsumoto, Isao Kayano (Kawasaki Univ. of Medical Welfare), Hideyuki Oiwa, Masaki Fujita (Enhanlabo), Takashi Hisagami, Toshihisa Hirose (Tik) MBE2019-16		 (To be available after the conference date) [more] MBE2019-16
pp.1-4
COMP 2013-09-03
13:30		 Tottori   A Pseudo-Polynomial Algorithm for Mean Payoff Stochastic Games with Perfect Information and a Few Random Positions
Endre Boros (Rutgers Univ.), Khaled Elbassioni (MPI), Vladimir Gurvich (Rutgers Univ.), Kazuhisa Makino (Kyoto Univ.) COMP2013-28		 We consider two-person zero-sum stochastic mean payoff games with perfect information, or BWR-games, given by a digraph ... [more] COMP2013-28
p.25
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