Effect of Random Impurities on Second Order Phase Transition
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概要
- 論文の詳細を見る
- 理論物理学刊行会の論文
- 1971-04-25
著者
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Takano Fumihiko
Department Of Physics Tokyo University Of Education
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Takano Fumihiko
Department Of Physics Tokyo University
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Osawa Takeo
Department Of Physics Tokyo University Of Education
関連論文
- Effect of Impurities on Superconductivity in Anderson Model : Perturbational Treatment
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- Statigtical Theory of Ferro- and Antiferromagnetism
- Exact Treatment of Bardeen's Theory of Superconductivity in the Strong Coupling Limit
- Simple Self-Consistent Treatment of Kondo's Effect in Dilute Alloys
- Theoretical Explanation of Magnetic Behavior of CoCl_2・2H_2O
- New Approximate Method for Ising System
- Quantum Theory of Stimulated Raman Effect
- An Attempt to Treat the Interaction between Electrons and Lattice Vibrations
- Application of the Coherent Potential Approximation to Impurity Problems in Superconductors. II : Classical Spin
- On the Non-Orthogonality Difficulty in Ferromagnetism
- Effect of the Coulomb Interaction between d Electrons and of the d-s Pairing Interaction on Superconductivity in Dilute Alloys
- The Scattering Matrix Method in the Linear Chain
- Kondo Effect in Superconductor
- Density of States in the Energy Gap in the Superconducting Transition Metal Alloy
- Effect of Impurity Configurations on Critical Temperature of Rectangular Ising System
- Application of the Gutzwiller Method to Antiferromagnetism
- Application of the Coherent Potential Approximation to Impurity Problems in Superconductor. I : Resonance Scattering
- Self-Consistent Treatment of Anderson Model and Magnetic Susceptibility
- Magnetic Properties of Superconductors with Resonance Scattering
- On the Coexistence of Superconductivity and Ferromagnetism
- Effect of Random Impurities on Second Order Phase Transition
- Impurity Problem in the Ising Model
- On the Existence of Poles in the Unphysical Sheet
- Critical Properties of Ising Models Containing Dilute Impurities. II
- Perturbational Approach to the Two-Dimensional Next Nearest Neighbor Ising Problem