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6篇 您的检索式：作者名="Tomoko MATSUI"

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		题名	作者	年代	出处	被引量
	1	A new stereoscopic endoscopy system: Accurate 3-dimensional measurement in vitro and in vivo with distortion-correction function显示文摘	Kenshi Yao Toshiyuki Matsui Hisashi Furukawa Tsuneyoshi Yao Toshihiro Sakurai Tomoko Mitsuyasu	2002	Gastrointestinal Endoscopy2002，，3：	2
	2	Simple construction of plant RNAi vectors using long oligonucleotides显示文摘	Mieko Higuchi Takeshi Yoshizumi Tomoko Kuriyama Hiroko Hara Chika Akagi Hiroaki Shimada Minami Matsui	2009	Journal of Plant Research2009，，4：	1
	3	Interleukin-7 contributes to human pro–B-cell development in a mouse stromal cell–dependent culture system显示文摘	Tomoko Taguchi Hisami Takenouchi Yusuke Shiozawa Jun Matsui Noriko Kitamura Yoshitaka Miyagawa Yoko U. Katagiri Takao Takahashi Hajime Okita Junichiro Fujimoto Nobutaka Kiyokawa	2007	Experimental Hematology2007，，9：	1
	4	Prevalence and Clinicopathological Features of Autoimmune Pancreatitis in Japanese Patients With Inflammatory Bowel Disease显示文摘	Toshiharu Ueki Kenichiro Kawamoto Yuichiro Otsuka Ryohei Minoda Toru Maruo Keiichiro Matsumura Eijiro Noma Tomoko Mitsuyasu Keisuke Otani Yoshiaki Aomi Yutaka Yano Takashi Hisabe Toshiyuki Matsui Atsuko Ota Akinori Iwashita	2015	Pancreas2015，，：	1
	5	Heat-shock protein 27 (Hsp27) as a target of methylglyoxal in gastrointestinal cancer显示文摘	Tomoko Oya-Ito Yuji Naito Tomohisa Takagi Osamu Handa Hirofumi Matsui Masaki Yamada Keisuke Shima Toshikazu Yoshikawa	2011	BBA - Molecular Basis of Disease2011，，7：	1
	6	PENALIZED LEAST SQUARE IN SPARSE SETTING WITH CONVEX PENALTY AND NON GAUSSIAN ERRORS显示文摘This paper consider the penalized least squares estimators with convex penalties or regularization norms.We provide sparsity oracle inequalities for the prediction error for a general convex penalty and for the particular cases of Lasso and Group Lasso estimators in a regression setting.The main contribution is that our oracle inequalities are established for the more general case where the observations noise is issued from probability measures that satisfy a weak spectral gap(or Poincaré)inequality instead of Gaussian distributions.We illustrate our results on a heavy tailed example and a sub Gaussian one;we especially give the explicit bounds of the oracle inequalities for these two special examples.	Doualeh ABDILLAHI-ALI Nourddine AZZAOUI Arnaud GUILLIN Guillaume LE MAILLOUX Tomoko MATSUI	2021	Acta Mathematica Scientia2021，41，6：	0

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