• 検索結果がありません。

Special Section on Fundamentals and Applications of Advanced Semiconductor Devices

N/A
N/A
Protected

Academic year: 2021

シェア "Special Section on Fundamentals and Applications of Advanced Semiconductor Devices"

Copied!
1
0
0

読み込み中.... (全文を見る)

全文

(1)

392

IEICE TRANS. ELECTRON., VOL.E97–C, NO.5 MAY 2014

FOREWORD

Special Section on Fundamentals and Applications of Advanced Semiconductor Devices

Semiconductor devices and their integrated circuits are key components in recent electronics. For future intelligent and green electronics, new-functional devices featuring high performance and lower power consumption are highly required. This special section on Fundamentals and Applications of Advanced Semiconductor Devices is arranged to discuss fundamentals and applications of semiconductor devices for future advanced electronics. This section contains 11 papers, which cover the fields of advanced transistors, high-power devices, nanodevice, solar cells, displays, memory, and advanced circuit technologies.

I would like to express my thanks to all authors for their contributions to the special section. I also thank all reviewers and editorial committee members for their devoted contribution to reviewing and editing the papers. This special section could not be achieved without their efforts.

Special Section Editorial Committee

Secretaries: Yoshitaka Sasago (Hitachi), Shintaro Nomura (Tsukuba Univ.), Seiya Kasai (Hokkaido Univ.) Members: Yukinori Ono (Univ. of Toyama), Sugii Toshihiro (LEAP), Shigeru Kawanaka (Toshiba), Hisahiro Ansai (Sony), Shun-ichiro Ohmi (Tokyo Inst. of Tech.), Tatsuya Usami (Renesas), Rihito Kuroda (Tohoku Univ.), Seiichi Miyazaki (Nagoya Univ.), Tadashi Yamaguchi (Renesas), Hiroya Ikeda (Shizuoka Univ.), Tatsuya Kunikiyo (Renesas), Tsunenobu Kimoto (Kyoto Univ.), Hiroshige Hirano (Panasonic), Mikihiro Sasaki (Kanazawa Univ.), Yoshihiro Takahashi (Nihon Univ.), Takashi Noguchi (Univ. of the Ryukyus), Nobuo Haneji (Yokohama National Univ.), Toshiro Hiramoto (The Univ. of Tokyo), Takashi Fuyuki (NAIST), Yasushiro Nishioka (Nihon Univ.), Naoto Matsuo (Univ. Hyogo), Toshihiro Matsuda (Toyama Pref. Univ.), Taizoh Sadoh (Kyushu Univ.), Hiroshi Okada (Toyohashi Univ. of Tech.), Minoru Ida (NTT), Hiroshi Kawamura (Sharp), Koji Matsunaga (NEC), Koichi Maezawa (Univ. of Toyama), Hiroki Fujishiro (Tokyo Univ. of Science), Shinichi Tanaka (Shibaura Inst. of Tech.), Tomoyuki Ohshima (Neophotonics), Manabu Arai (New JRC), Taiichi Otsuji (Tohoku Univ.), Toshi-kazu Suzuki (Jpn. Ad- vanced Inst. of Sci. and Tech.), Yasuyuki Miyamoto (Tokyo Inst. of Tech.), Yutaka Ohno (Nagoya Univ.), Naoteru Shigekawa (Osaka City Univ.), Masataka Higashiwaki (NICT)

Yuzo Ohno

,Guest Editor-in-Chief

Yuzo Ohno(Member) received the B.S., M.S., and Ph.D. degrees from the University of Tokyo, Japan, in 1991, 1993, and 1996, respectively, all in electronics engineering. He had been an assistant professor at Research Institute of Electrical Communication, Tohoku University from 1996 and became an associate professor in 2001. From 2012, he has been a professor at University of Tsukuba. He is currently working on the physics and application of coherent spin dynamics in semiconductor nanostructures.

Copyright c2014 The Institute of Electronics, Information and Communication Engineers

参照

関連したドキュメント

Joint work w/ Ippei Ishii ( Keio Univ. )). Masaharu Ishikawa I Keio

Cyril Banderier (CNRS / Univ. Paris 13) The Airy function and its modern avatars in combinatorics. and complex analysis gives full access to a lot of informations on this

At present the results on the analyticity and Gevrey analyticity of solutions of linear partial differential equations have gone beyond the frame of the elliptic theory.. A

One-dimensional Gibbs measures, on the other hand, are fields determined by simultaneous conditioning on past and future.. For the Markovian and exponentially continuous cases

DRAGOMIR, A converse result for Jensen’s discrete inequality via Grüss’ inequality and applications in information theory, Analele Univ.

Since both models involve a dependence of the inelastic state of a material point on the (history of the) inhomogeneity of the glide-system inelastic deformation, their

In the preceding section we extended some “standard” pseudo-differential algebras to the pa- rameter-dependent variant, namely the algebra on a “closed” smooth manifold M with

In Subsection 1.2 we prove the existence theorem under an assumption on the boundary data g that is reminiscent of the compatibility conditions in the theory of 1st