continuous dynamical systemの例文

• Discrete and continuous dynamical systems have similar theories, but certainly not the same.
• The logarithmic norm plays an important role in the stability analysis of a continuous dynamical system \ dot x = Ax.
• For continuous dynamical systems, the map ? is understood to be finite time evolution map and the construction is more complicated.
• For continuous dynamical systems, the map ? is understood to be a finite time evolution map and the construction is more complicated.
• A symmetry group of a system is a continuous dynamical system defined on a local Lie group G acting on a manifold M.
• The two-dimensional dynamical plane can be treated as a Poincar?cross-section of three-dimensional space of continuous dynamical system.
• The use of this map to study neural networks has computational advantages because the map is easier to iterate than a continuous dynamical system.
• A Poincar?map can be interpreted as a discrete dynamical system with a state space that is one dimension smaller than the original continuous dynamical system.
• The periodic orbit ? of the continuous dynamical system is asymptotically stable if and only if the fixed point " p " of the discrete dynamical system is asymptotically stable.
• If P _ 0 is a polygon in the Euclidean plane and \ theta \ in \ mathbb R / 2 \ pi \ mathbb Z a direction there is a continuous dynamical system called a billiard.