Zobrazeno 1 - 10
of 23
pro vyhledávání: '"MIKI TSUJI"'
Autor:
SATOSHI FUKUDA, YUSUKE NIISATO, MIKI TSUJI, SOMA FUKUDA, YUYA HAGIWARA, TSUBASA ONODA, HIROSUMI SUZUKI, YOSHITAKA TANGE, TAKESHI YAMADA, YOSHIYUKI YAMAMOTO, TOSHIKAZU MORIWAKI
Publikováno v:
Anticancer Research. 43:2085-2090
Autor:
Yusuke Seyama, Takeshi Yamada, Hirosumi Suzuki, Satoshi Fukuda, Miki Tsuji, Yusuke Niisato, Suguru Hirose, Yoshiyuki Yamamoto, Toshikazu Moriwaki, Ichinosuke Hyodo
Publikováno v:
International Cancer Conference Journal.
Autor:
Tsubasa Onoda, Masayuki Noguchi, Miki Tsuji, Naoyuki Hasegawa, Yusuke Niisato, Ryosuke Hashimoto, Soma Fukuda, Masato Endo, Kuniaki Fukuda, Masahiko Terasaki, Shu Yuguchi, Yuji Mizokami, Yoshitaka Tange
Publikováno v:
Progress of Digestive Endoscopy. 97:136-138
Publikováno v:
Progress of Digestive Endoscopy. 96:207-209
Autor:
Yuya Hagiwara, Yoshiyuki Yamamoto, Yuki Inagaki, Reina Tomisaki, Miki Tsuji, Soma Fukuda, Satoshi Fukuda, Tsubasa Onoda, Hirosumi Suzuki, Yusuke Niisato, Yoshitaka Tange, Naoya Ikeda, Keiichi Yamada, Mariko Kobayashi, Daisuke Akutsu, Takeshi Yamada, Toshikazu Moriwaki, Toshiaki Narasaka, Hideo Suzuki, Kiichiro Tsuchiya
Publikováno v:
Internal Medicine; 2022, Vol. 61 Issue 16, p2449-2455, 7p
Autor:
Tappei Yotsumoto, Kozo Tanigawa, Miki Tsuji, Kenichi Takahashi, Takao Kawamura, Kazunori Sugahara
Publikováno v:
Sensors & Transducers, Vol 194, Iss 11, Pp 54-61 (2015)
A human tracking system based on mobile agent technologies has been proposed to achieve automatic human tracking function. In this system, each target person is tracked automatically by its mobile agent moving among cameras in which a person is detec
Autor:
Miki Tsuji
Publikováno v:
Mathematische Nachrichten. 218:175-184
Choudary–Dimca [CD ] proved that Dimca hypersurfaces are diffeomorphic to ℝ2n and some of the hypersurfaces with dimension 3 are isomorphic to the plane and the embeddings are equivalent to linear embeddings. However, neither an isomorphism nor a
Publikováno v:
Complex Variables, Theory and Application: An International Journal. 39:19-25
Let M be a complex manifold. Then we prove that for any family F⊂O(M) the equicontinuity domain E(F) and the Montel domain B(F) of F satisfy the strong disk property in M.
Publikováno v:
Czechoslovak Mathematical Journal. 48:687-700
Autor:
Miki Tsuji
Publikováno v:
Complex Variables, Theory and Application: An International Journal. 27:335-338
In the Summer Seminar at Tateyama in Japan of Several Complex Variables, 18th July 1994, Professor T. Ohsawa posed the following problem in his talk [11]. PROBLEM (Ohsawa) Let Ω be a bounded pseudoconvex domain in C n and H be a one-codimensional co