Konisi Gaku | Department Of Physics Kwansei Gakuin University
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概要
関連著者
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Konisi Gaku
Department Of Physics Kwansei Gakuin University
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Saito Takesi
Department Of Physics Kwansei Gakuin University
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SAITO Takesi
Deparment of Physics, Kyoto Pref. University of Medicine
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KONISI Gaku
Department of Physics, Kwansei Gakuin University
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SAITO Takesi
Department of Physics, Kwansei Gakuin University
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SAITO Takesi
Department of Physics, Kyoto Pref.University of Medicine
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Konisi G
Department Of Physics Kwansei Gakuin University
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Saito T
Hiroshima Univ. Higashi‐hiroshima Jpn
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TAKAHASI Wataru
Department of Physics, Kwansei Gakuin University
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Takahasi Wataru
Department Of Physics Kwansei Gakuin University
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Takahasi W
Department Of Physics Kwansei Gakuin University
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SAITO Takesi
Department of Physics, Kyoto Preferctural University of Medicine
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KOKADO Akira
Kobe International University
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Shigemoto K
Department Of Physics Tezukayama University
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SHITEMOTO Kazuyasu
Faculty of Liberal Arts, Tezukayama University
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SHIGEMOTO Kazuyasu
Faculty of Liberal Arts, Tezukayama University
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SHIGEMOTO Kazuyasu
Department of Physics, Tezukayama University
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SHIGEMOTO Kazuyasu
Department of Physics, Kyoto Prefectural University of Medicine
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Ogimoto Takesi
Department Of Physics Osaka University
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中原 幹夫
近畿大理工
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Tada Yutaka
Department of Life and Materials Engineering, Nagoya Institute of Technology
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Tada Yutaka
Department Of Physics Kwansei Gakuin University
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Nakahara Mikio
Department Of Physics Faculty Of Liberal Arts Shizuoka University
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Saito Takesi
Department Of Physics Osaka University
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Yamamoto Kunio
Department Of Internal Medicine Fukui Cadiovascular Center
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Yamamoto Kunio
Institute Of Physics College Of General Education Osaka University
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Tada Yutaka
Department Of Life And Materials Engineering Nagoya Institute Of Technology
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Maki Ziro
Department Of Physics Nagoya University
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Kawati Syozi
Department Of Physics Kwansei Gakuin Univeristy
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Tada Yutaka
Department Of Life And Material Engineering Nagoya Institute Of Technology
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TADA Yutaka
Department of Physics, Kwansei Gakuin University
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SAITO Takesi
Department of Physics, Osaka University
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Konishi Gaku
Department of Physics, Kwansei Gakuin University
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Tada Yutaka
Department of Applied Chemistry, Nagoya Institute of Technology
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MIYATA Hidenori
Department of Bioresource and Agrobiosciences, Graduate School of Science and Technology
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Nakahara Mikio
Department of Physics, Kinki University
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Miyata Hidenori
Department Of Physics Kwansei Gakuin University
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ASHIHARA Yoshihiro
Department of Physics, Kwansei Gakuin University
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Konisi Gaku
Department Of Physics Osaka Universityersity
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Konisi Gaku
Department Of Physics Osaka University
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Ashihara Yoshihiro
Department Of Physics Kwansei Gakuin University
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Tada Y
Kwansei Gakuin Univ. Nishinomiya Jpn
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Tanaka Azuma
Department Of Physics Faculty Of General Education Osaka Institute Of Technology
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UEHARA Kunihiko
Department of Physics, Osaka University
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Kanki Takeshi
Institute of Physics, College of General Education, Osaka University
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Kanki Takeshi
Institute Of Physics College Of General Education Osaka University
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Kanki Takeshi
Institute Of Physics College Of General Education Osaka University Toyonaka
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RYANG Shijong
Departmet of Physics, Osaka University
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Ryang Shijong
Department Of Phsysics Osaka University
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Katagami Hiroshi
Department Of Physics Kwansei Gakuin University
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Kubo Reijiro
Uji Research Center Yukawa Institute For Theoretical Physics Kyoto University
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SHIGEMOTO Kazuyasu
Department of Physics, Osaka University
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Uehara K
National Res. Council Of Canada Ontario Can
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Maki Ziro
Department of Physics, Kinki University
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WU Ke
Insititute of Theoretical Physics, Academia Sinaca
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SAITO Takesi
Dept. of Phys., Kyoto Pref Univ. of Medicine
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SHIGEMTO Kazuyasu
Faculty of Liberal Arts, Tezukayama University
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SYUKAWA Makio
Department of Physics, Kwansei Gakuin University
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Maki Z
Department Of Physics Kinki University
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Ogimoto Takesi
Department Of Physics Osaka Universityersity
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Ogimoto Takesi
Institute Of Physics College Of General Education Osaka University : Department Of Physics Osaka Uni
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Ogimoto Takesi
Department Of Physics Osaka University : Lawrence Radiation Laboratory University Of California
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Ogimoto Takesi
Institute Of Physics College Of General Education Osaka University
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Wu Ke
Lnst. Of Theor. Phys. Academia Sinica
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Syukawa Makio
Department Of Physics Kwansei Gakuin University
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ABE Hirosi
Department of Physics, Osaka University
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HIROOKA Masahiko
Department of Physics, Osaka University
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Kawati Syozi
Department of Physics Kwansei Gakuin University
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Shigemoto Kazuyasu
Department Of Physics Kyoto Prefectural University Of Medicine
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Abe Hirosi
Department Of Physics Osaka University
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WU Ke
High Energy Group, Abdus Salam ICTP
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Uehara Kunihiko
Department Of Physics Osaka University
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Hirooka Masahiko
Department Of Physics Osaka University
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Hirooka Masahiko
Department Of Physics College Of General Education Osaka University
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Yamamoto Kunio
Institute Of Physics College Of General Education. Osaka University
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Kanki Takeshi
Institute Of Physics College Of General Education Osaka Univeristy
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Saito Takesi
Department Of Physics Kyoto Preferctural University Of Medicine
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Saito Takesi
Dept. Of Phys. Kyoto Pref. Univ. Of Medicine
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Saito Takesi
Department Of Physics Kyoto Pref.university Of Medicine
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WU Ke
lnst. of Theor. Phys., Academia Sinica
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YAMAMOTO Kunio
Institute of Physics, College of General Education. Osaka University
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KONISI Gaku
Department of Physics, Osaka Universityersity
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KONISI Gaku
Department of Physics, Osaka University
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KATAGAMI Hiroshi
Department of Physics, Kwansei Gakuin University
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SAITO Takesi
Department of Physics, Kyoto Pref. University of Medicine
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KANKI Takeshi
Institute of Physics, College of General Education Osaka University, Toyonaka
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MIYATA Hidenori
Department of Physics, Kwansei Gakuin University
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UEHARA Kunihiko
Department of Physics, Tezukayama University
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NAKAHARA Mikio
Department of Mathematics and Physics, Kinki University
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OGIMOTO Takesi
Department of Physics, Osaka Universityersity
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OGIMOTO Takesi
Institute of Physics, College of General Education Osaka University : Department of Physics, Osaka University
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OGIMOTO Takesi
Department of Physics, Osaka University : Lawrence Radiation Laboratory, University of California
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SHIGEMOTO Kazuyasu
Department of Liberal Arts, Tezukayama University
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RYANG Shijong
Department of Physics, Kyoto Prefectural University of Medicine
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Kawati Shozi
Department of Physics, Kwansei Gakuin University
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TANAKA Azuma
Department of Physics, Osaka University
著作論文
- The Superstring Action with General Reparametrization Symmetry : Particles and Fields
- Brans-Dicke Theory from M_4×Z_2 Geometry
- Reflection Symmetry of Conspiring Fermion Trajectories
- Collective Excitations in Local-Gauge Invariant Superconductivity Models
- The Number of Physical States Satisfying Supergauge Conditions in Dual Resonance Models
- Left-Right Symmetric Model from Geometric Formulation of Gauge Theory in M_4×Z_2×Z_2 : Particles and Fields
- NS Open Strings with B Fields and Their Interactions with NS Closed Strings
- Interaction between Noncommutative Open Strings and Closed-String Tachyons
- Constrained Quantization of Charged Strings in a Background B Field and g-Factors
- Brans-Dicke Theory on M_4×Z_2 Geometry : Particles and fields
- Super Differential Forms on Super Riemann Surfaces : Particles and Fields
- Construction of Super Schwarzian Connection in Conformal Field Theories on Higher-Genus Super Riemann Surfaces : General and Mathematical Physics
- Weak Constraints in Conformal Field Theories on Higher-Genus Riemann Surfaces : Calculation of the Schwarzian Connection and Modified Vertex Operators : Particles and Fields
- Super Schwarzian Connections in Krichever-Novikov Superalgebras : Particles and Fields
- KN Superalgebras with Vertex Operators : Particles and Fields
- KN Algebra Derived from Virasoro Algebra with Vertex Operators : Particles and Fields
- Geometric and BRST Formulations of Interacting Strings : Particles and Fields
- Lorentz-Covariant Lagrangian Formulation of the Interacting Heterotic String Theory : Particles and Fields
- Electromagnetic Properties of Heterotic String
- Covariant Formulation of Interacting Strings with Compactified Dimensions : Particles and Fields
- Analyticity in Coupling Constant, Angular Momentum and Energy of the S-Matrix for Potential Scattersng
- Maximum Analyticity in Angular Momentum and Energy of the Bethe-Salpeter Scattering Amplitudes
- Quantum Theory in Pseudo-Hilbert Space. II
- Fermionic External Field and Space Compactification in the Heterotic String Theory
- Unitarity, Factorization Theorem and Removal of Level Degeneracy in Dual Resonance Model
- Generalized Gauge Conditions for Closed String Models with Intrinsic Spin
- Supergauge Algebra and Interaction between Open and Closed Strings
- Eigenchannels and Unitary Separation of Background Parts in Regge-Pole Theory
- Brans-Dicke Theory and Discrete Symmetry
- Derivation of the Virasoro Conditions in the String Model
- Quantum Theory in Pseudo-Hilbert Space
- The q-Number Schwinger Term and the Breakdown of the Associative Law for Current Operators
- N=1 and 2 Superstrings as Supertopological Models on Higher-Genus Super Riemann Surfaces : Particles and Fields
- Transition Amplitudes in Perturbation Theory and Dyson's Integral Representation
- Reggeization of Particles with Identical Quantum Numbers
- Operator Formalism of the Dual Resonance Model with Different Trajectories
- Electromagnetic Properties of the Kaluza-Klein String
- Barger and Cline's Rule and Bound States of Dirac Particle
- Higgs Scalar Fields and Discrete Symmetry
- Gauge Theory on Discrete Spaces without Recourse to Non-Commutative Geometry
- Derivatives of Baryon Trajectories at W=0
- Generalized Conformal Gauge Conditions in Dual Models
- A Detailed Investigation of Fermion Collective Motions
- Breakdown of the Associative Law for Current Operators in a Model in Two-Dimensional Space-Time
- A Quantitative Investigation on the "Compositeness" of a Particle
- Left-Right Symmetric Model from Geometric Formulation of Gauge Theory in M^4 × Z^2 × Z^2