integrable systems
Integrable systems refer to mathematical models that possess a special property allowing for the exact calculation of their behavior over time. These systems have sufficient symmetries or conserved quantities, making them easier to solve compared to non-integrable systems, which require approximations or numerical methods.
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Related Concepts (2)
Similar Concepts
- complex systems
- continuous and discrete systems
- continuous-time dynamical systems
- discrete dynamical systems
- discrete-time dynamical systems
- dynamic systems
- dynamical systems
- integrability
- integrability of dynamical systems
- nonequilibrium systems
- nonintegrable systems
- nonlinear dynamical systems
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- path integrals
- system integration