Critical Manifold
Cross-source consensus on Critical Manifold from 1 sources and 3 claims.
1 sources · 3 claims
Uses
How it works
Highlighted claims
- The critical manifold is normally hyperbolic and asymptotically stable because the relevant partial derivative is negative. — An epidemic model highlighting humane social awareness and vector-host lifespan ratio variation
- Fast vector dynamics approach an O(epsilon) neighborhood of the critical manifold after a short slow-fast transient. — An epidemic model highlighting humane social awareness and vector-host lifespan ratio variation
- Slow-fast analysis supports reduced or approximate systems, especially for small epsilon. — An epidemic model highlighting humane social awareness and vector-host lifespan ratio variation