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Department of Applied mathematics and physics Kyoto University | 論文
- Dynamics near Resonance Junctions in Hamiltonian Systems
- 単純液体における一粒子運動と相関々数(昭和51年度基研長期研究計画「配位相転移の研究」研究会報告)
- 4a-B-3 単純液体の時間相関々数への一つのapproach
- A Geometrical Model for Stagnant Motion in Hamiltonian Systems with many Degrees of Freedom
- Strongly Hyperbolic Systems with Variable Coefficients
- The Effect on Cars' Waiting Time of Inserting an Extra Short Lane for Right-Turning Cars at an Intersection
- Effect of Bottom Irregularities on Small Amplitude Shallow Water Waves
- Three Cases of Malignant Melanoma Arising on Burn Scars
- N-Soliton Solution of the K-bV Equation with Loss and Nonuniformity Terms
- On the Spherically Symmetric Solution of the Classical SU(2) Yang-MIlls Field
- Kink Dynamics in a One-Dimensional Conserved TDGL System : Condensed Matter and Statistical Physics
- An Approximation of the Minimum Vertex Cover in a Graph
- Motion Simulation of Negative Thermal Expansion Capsular Object using Phase Change Material
- On the normal form of the symmetric hyperbolic-parabolic systems associated with the conservation laws
- Slow Relaxation at Critical Point of Second Order Phase Transition in a Highly Chaotic Hamiltonian System
- G301 DRIVE MECHANISM OF HEAT TRANSFER ENHANCEMENT IN A FLUID LAYER HEATED FROM ABOVE(Heat transfer enhancement)
- Accelerating A* algorithms by sweeping out small-degree nodes
- Computer Simulation on Kink Dynamics and Kink-Pair Nucleation in the Discrete Frenkel-Kontorova Model
- Dynamical Gauge Boson and Strong-Weak Reciprocity : Particles and Fields
- On a Certain Semilinear Parabolic System Related to the Lotka-Volterra Ecological Model