Chaotic Rotation from Nonlinear Quantum Mechanics. II
スポンサーリンク
概要
著者
関連論文
- 数値計算は,微分積分学教育に代わり得るか?
- Euler-Cromer Algorithm Applied to the Schroedinger Equation
- Chaotic Rotation from Nonlinear Quantum Mechanics. II
- Chaotic Rotation from NonLinear Quantum Mechanics. I
- Bose-Operator Representation of Quantum Poisson Theorem. II
- Bose-Operator Representation of Quantum Poisson Theorem-2-
- Note on Genetalized Qunatization -The First Order Lagrangian
- MicroComputing Ising Model
- Bose-Operator Representation of Quantum Poisson Theorem
- Ferromagnetism and Antiferromagnetism in Fermi-Operator Representation
- Generalized quantization Method Applied to the Wess-Zumino-Witten Model
- Finite Dimensional Irreducible Representation of Noncompact Groups. II
- Structure of Vacua and Instability of Hopf Soliton in the Skyrme Model
- Note on the Berezin-Kostant Quantization
- On the Stability of a Skyrme-type Model in the D-dimensional Space
- Finite Dimensional Irreducible Representation of Noncompact Groups
- On the Structure of Skyrme Model
- Canonical Formalism for a Physical System with Dimentional Reduction
- Supersymmetric Formulation of Stochastic Quantization
- Quantum Theory of Damped Oscillation II
- Quantum Theory of Damped Oscillation
- Schroer Model in the Four Dimensional Space-Time
- Quantum Theory of Resonant Oscillation