Perturbed Liouville/Toda Systems : Condensed Matter and Statistical Physics
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概要
- 論文の詳細を見る
It is pointed out that the Newtonian equation governed by the Morse potential is regarded as one situated halfway between the Toda molecule equation and the so-called "double" sine-Gordon equation. Method of solutions is presented in a unified way by use of a classical method on one hand and by the Lax-pair formalism on the other.
- 理論物理学刊行会の論文
- 1984-04-25
著者
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MINAMI Masatsugu
Research Institute for Mathematical Sciences Kyoto University
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MINAMI Masatsugu
Research Institute for Mathematical Sciences, Kyoto University
関連論文
- Connection between the Absorptive Part of the Scattering Amplitude and That of the Feynman Integral Associated with the Tetrahedron Graph
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- One-Dimensional Toda Molecule. II : The Solutions Applied to Bogomolny Monopoles with Spherical Symmetry
- Canonical Coordinates Associated with the Perturbed SU(N+1) Toda Systems : Condensed Matter and Statistical Physics
- Note on Nahm's Partition Function of the Dual Spectrum. II
- Perturbed Liouville/Toda Systems : Condensed Matter and Statistical Physics
- Functional Method for the Off-Shell Dual Amplitudes
- Position-Space Analytic Functions Dual to the Feynman Integrals and Their Mass-Superpositions
- Position-Space Propagators and a Theory of Functional Fields Relevant to the Dual-Resonance Models
- Dirac's Monopole and the Hopf Map
- One-Dimensional Toda Molecule. I : General Solution
- Duality between the Feynman Integral and a Perturbation Term of the Wightman Function
- Note on Nahm's Partition Function of the Dual Spectrum
- Svensson Representation with Local Commutativity
- A Green's Function Method for Cremmer and Gervais' Vertex
- On the Proposition Given by T. T. Wu concerning the Exponential Decrease of the High-Energy Large-Angle Differential Cross Section
- Cancellation of the Singularities of the Backward Unequal-Mass Regge-Pole Terms
- Dual Amplitudes with Two Off-Shell Lines
- Vertex Functions at Large Momentum Transfer. I : Exponential Decrease of the Wu-Yang Type
- Vertex Functions at Large Momentum Transfer. III : Models for the Wu-Yang-Type Form Factor
- Representation of the Wightman Function in Terms of Two-Point Singular Functions
- The Landau Equations for a Continuous Medium and the Koba-Nielsen Kernels in the Generalized Veneziano Formula
- Reinterpretation of the Two-Dimensional Internal Space Associated with Dual-Resonance Models. I : Conformal-Spin Zero Case
- Reinterpretation of the Two-Dimensional Internal Space Associated with Dual-Resonance Models. II : Conformal-Spinor Case
- Functional Evaluation of the Dual Partition Functions : How Do We "Hear the Shape of a Drum" in Dual Models?
- Hopf Fibrations of the Sphere-Constraints in the Non-Linear σ Models
- Vertex Functions at Large Momentum Transfer. II : Inverse Fourth Power Decrease
- Dual-Resonance Amplitude as a Generalization of Feynman's Propagator
- Reciprocal Symmetries of the Dual-Resonance Propagators
- Functional Approach to the Critical Dimension in Veneziano's Model
- Plateau's Problem and the Virasoro Conditions in the Theory of Duality
- Quaternionic Gauge Fields on S^7 and Yang's SU(2) Monopole
- Towards a Satisfactory Invariant Measure of Dual-Resonance Amplitudes
- Modular Group and Non-Cyclic Symmetry of the Veneziano Formula