37 Dynamical systems and ergodic theory
| Name | Tag | Kind | MSC |
|---|---|---|---|
| Periodic orbit | 01DSNP0B4R | definition | 34C25, 37C27 |
| Hyperbolic equilibrium point | 01TPMXM6NM | concept | 37C75 |
| Flow of a vector field | 02903SSA48 | definition | 37C10 |
| Flow of a vector field | 06738GGWWK | concept | 37C10 |
| Autonomous system | 07BNRFQ0PJ | definition | 34A34, 37C10 |
| Trajectory | 07TZ2Q4C1M | concept | 37C10 |
| Periodic orbit | 0AA97XA70K | concept | 37C27 |
| Trajectory | 0BVT6VSB3S | definition | 37C10, 34C05 |
| Hamiltonian system | 0C2AKPDCD9 | definition | 37J06, 70H05 |
| Hyperbolic equilibrium point | 0C5PREPZWG | definition | 34C05, 37C75 |
| Hamiltonian system | 0EDKGA2FAK | concept | 37J06 |
| Limit cycle | 0EERDDPSVT | definition | 34C07, 37C27 |
| Poincaré–Bendixson theorem | 0EW1X61ZT1 | statement | 34C05, 37C27 |
| Hartman–Grobman theorem | 0S8WX8A4V9 | statement | 37C15, 34C20 |
| Phase portrait | 0T3GK0XCBC | concept | 34C05, 37C10 |