Rchr
J-GLOBAL ID:201201079342674886
Update date: May. 04, 2020
Nogawa Tomoaki
ノガワ トモアキ | Nogawa Tomoaki
Homepage URL (2):
http://db.tohoku.ac.jp/whois/detail/4392cb4bcc79d6760de53aedaa2d3c51.html
,
http://db.tohoku.ac.jp/whois/detail/4392cb4bcc79d6760de53aedaa2d3c51.html
MISC (6):
Tomoaki Nogawa, Takehisa Hasegawa, Koji Nemoto. Criticality governed by the stable renormalization fixed point of the Ising model in the hierarchical small-world network. PHYSICAL REVIEW E. 2012. 86. 3. 030102
Tomoaki Nogawa, Takehisa Hasegawa, Koji Nemoto. Criticality governed by the stable renormalization fixed point of the Ising model in the hierarchical small-world network. PHYSICAL REVIEW E. 2012. 86. 3. 030102
Tomoaki Nogawa, Takehisa Hasegawa, Koji Nemoto. Generalized Scaling Theory for Critical Phenomena Including Essential Singularities and Infinite Dimensionality. PHYSICAL REVIEW LETTERS. 2012. 108. 25. 255703
Tomoaki Nogawa, Takehisa Hasegawa, Koji Nemoto. Generalized Scaling Theory for Critical Phenomena Including Essential Singularities and Infinite Dimensionality. PHYSICAL REVIEW LETTERS. 2012. 108. 25. 255703
Tomoaki Nogawa, Hajime Yoshino, Bongsoo Kim. Transition by breaking of analyticity in the ground state of Josephson junction arrays as a static signature of the vortex jamming transition. PHYSICAL REVIEW E. 2012. 85. 5. 051132
more...
Lectures and oral presentations (10):
Jamming transition in superconductor
(WPI-AIMR Workshop“Structure and Dynamics of Glass -Bridging mathematics and material science-” 2012)
非平衡状態における等重率の仮定の有用性: Pottsモデルの定温緩和における検証
(非平衡系の物理 -その普遍的理解を目指して- 2012)
Diffusion and sliding dynamics of elastic and plastic manifolds in random media
(Random Meida II 2012)
無限次元グラフ上の臨界-秩序転移の多様性
(ネットワーク科学の数理と展開 2012)
一般化スケーリング理論による真性特異点を持つ無限次元系の相転移の記述
(日本物理学会秋季大会 2012)
more...
Work history (1):
Tohoku University Graduate School of Science, Department of Mathematics, Manifold Theory Assistant Professor
※ Researcher’s information displayed in J-GLOBAL is based on the information registered in
researchmap
.
For details, see here
.
Return to Previous Page
TOP
BOTTOM