phase space
Phase space refers to a mathematical concept that describes all possible states of a physical system, represented by coordinates and momenta of its particles. It acts as a multidimensional space where each point represents a unique state of the system, facilitating the study of its dynamics and evolution.
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Related Concepts (60)
- attractor
- attractor basins
- attractor dynamics
- chaos theory
- classical mechanics
- classical physics
- discrete-time dynamical systems
- double pendulum
- dynamical systems
- dynamical systems theory
- ergodic theory
- hamiltonian mechanics
- hamiltonian systems
- lagrangian mechanics
- liouville's theorem
- lorenz attractor
- mechanical systems
- multi-dimensional phase space
- nonlinear dynamics
- periodic orbits
- phase coherence
- phase portrait
- phase space analysis
- phase space attractors
- phase space bifurcation
- phase space chaos
- phase space dimensionality
- phase space dynamics
- phase space geometry
- phase space metrics
- phase space modeling
- phase space partitioning
- phase space portrait
- phase space reconstruction
- phase space reduction
- phase space synchronization
- phase space topology
- phase space trajectories
- phase space trajectory
- phase space transitions
- phase space unfolding
- phase space volume
- phase transition
- phase transitions
- poincaré maps
- poincaré section
- quantum field theory
- quantum mechanics
- rössler attractor
- sensitive dependence on initial conditions
- sensitivity to initial conditions
- stability analysis
- state space
- statistical ensembles
- statistical mechanics
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