Okunishi K | Osaka Univ. Suita Jpn
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概要
関連著者
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Okunishi K
Osaka Univ. Suita Jpn
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Okunishi Kouichi
Department Of Physics Faculty Of Science Niigata Univeristy
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OKUNISHI Kouichi
Department of Physics, Niigata University
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OKUNISHI Kouichi
Department of Applied Physics, Graduate School of Engineering Osaka University
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Nishino Tomotoshi
Department Of Physics Faculty Of Science Kobe University
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西野 友年
神戸大理
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NISHINO Tomotoshi
Department of Physics, Graduate School of Science, Kobe University
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Maeshima Nobuya
Department Of Physics Graduate School Of Science Osaka University
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Okunishi Kouich
Department Of Physics Faculty Of Science Niigata University
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GENDIAR Andrej
Institute of Electrical Engineering, Slovak Academy of Sciences
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Shin-ichi Kimura
Uvsor Facility Institute For Molecular Science
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SHIBA Hiroyuki
Department of Physics, Kobe University
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KIMURA Shojiro
KYOKUGEN, Osaka University
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KINDO Koichi
KYOKUGEN, Osaka University
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Kindo Koichi
Kyokugen Osaka University
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UEDA Yoshifumi
Department of Pharmacology, Gifu Pharmaceutical University
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Kimura S
The Graduate School Of Science An Technology Kobe University
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MAESHIMA Nobuya
Department of Chemistry, Tohoku University
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Kimura Shojiro
Kyokugen Osaka University
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Kimura S
Graduate School Of Science And Technology Kobe University
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Maeshima Nobuya
Department Of Chemistry Tohoku University
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Shiba Hiroyuki
Department Of Physics Kobe University
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HIEIDA Yasuhiro
Computer and Network Center, Saga University
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Akutsu Y
Osaka Univ. Toyonaka Jpn
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Gendiar Andrej
Institute Of Electrical Engineering Slovak Academy Of Sciences
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Ueda Yoshifumi
Department Of Pharmacology Gifu Pharmaceutical University
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Hieida Yasuhiro
Computer And Network Center Saga University
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Shiba Hiroyuki
Department Of Computer Science Gunma University Faculty Of Engineering
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MAESHIMA Nobuya
Department of Physics, Graduate School of Science, Osaka University
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HIEIDA Yasuhiro
Computer Center, Gakushuin University
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Kindo K
Advanced Science Research Center Japan Atomic Energy Agency
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AKUTSU Yasuhiro
Department of Physics,Faculty of Science,Osaka University
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Okunishi Kouichi
Department Of Physics Faculty Of Science Niigata University
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UEDA Kouji
Department of Physics, Faculty of Science, Kobe University
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DERIAN Rene
Institute of Physics, Slovak Academy of Sciences
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AKUTSU Yasuhiro
Institute of Physics, College of general Education University of Tokyo
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Derian Rene
Institute Of Physics Slovak Academy Of Sciences
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Ueda Kouji
Department Of Physics Graduate School Of Science Kobe University
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HIEIDA Yasuhiro
Department of Physics, Graduate School of Science, Kobe University
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Akutsu Yasuhiro
Department Of Physics Faculty Of Science Osaka University
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Nishino Tomotoshi
Department Of Physics Graduate School Of Science Kobe University
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Hieida Yasuhiro
Department Of Physics Faculty Of Science Kobe University
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Gendiar Andrej
Institute Of Electrical Engineering Slovak Academy Of Sciences:institute For Theoretical Physics C R
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Ueda Yoshifumi
Department Of Physics Kobe University
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Kimura Shojiro
Kyokugen (center For Quantum Science And Technology Under Extreme Conditions) Osaka University
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AKUTSU Yasuhiro
Institute of Physics, College of Arts and Sciences University of Tokyo
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NISHINO Tomotoshi
Department of Physics, Graduate School of Science Kobe University
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NISHINO Tomotoshi
Department of Physics, Faculty of Science, Kobe University
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OKUNISHI Kouichi
Department of Physics, Faculty of Science, Niigata University
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GENDIAR Andrej
Institute of Physics, Slovak Academy of Sciences
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GENDIAR Andrej
Department of Physics, Faculty of Science, Kobe University:Institute of Electrical Engineering, Slovak Academy of Sciences
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Ueda Yoshifumi
Department of Chemistry and Department of Physics, Faculty of Science, The University of Tokyo
著作論文
- Exchange Interaction via Crystal-Field Excited States and Its Importance in CsCoCl_3
- Exchange Interaction via Crystal-Field Excited States and Its Importance in CsCoCl_3
- Product Wave Function Renormalization Group : Construction from the Matrix Product Point of View(General)
- Matrix Product State Approximation for the Maximum-Eigenvalue Eigenstate of the Quantum Transfer Matrix
- Two-Dimensional Tensor Product Variational Formulation
- Vertical density matrix algorithm: A higher-dimensional numerical renormalization scheme based on the tensor product state ansatz
- Kramers-Wannier Approximation for the 3D Ising Model