Study of noise-induced transitions in the lorenz system using the minimum action method

Keyphrases

• Invariant Set 100%
• Lorenz System 100%
• Minimum Action Method 100%
• Transition Process 100%
• Noise-induced Transitions 100%
• Bifurcation 50%
• Transition State 50%
• Most Probable 50%
• Unstable Limit Cycle 50%
• Homoclinic Explosion 50%
• Birthday 50%
• Smooth Dynamical Systems 50%
• Non-gradient System 50%
• Complex Invariants 50%
• Stationary Point 50%
• Limit Cycle 50%
• Rayleigh number 50%
• Tube Shapes 50%
• Gradient Systems 50%
• Homoclinic Trajectory 50%
• Chaotic Invariant Set 50%

Mathematics

• Invariant Set 100%
• Lorenz System 100%
• Limit Cycle 66%
• Gradient System 66%
• Saddle Point 33%
• Manifold 33%
• Fixed Points 33%
• Stationary Point 33%
• Smooth Dynamical Systems 33%
• Rayleigh 33%
• Chaos 33%
• Transition State 33%