Pages that link to "Item:Q910255"

The following pages link to A system of one-dimensional balls with gravity (Q910255):

Displaying 19 items.

• The characteristic exponents of the falling ball model (Q679383) (← links)
• Dynamic modeling and simulation of a real world billiard (Q691962) (← links)
• The system of one-dimensional balls in an external field. II (Q921994) (← links)
• The ergodicity of a Hamiltonian system of two particles in an external field (Q1181369) (← links)
• Ergodic systems of \(n\) balls in a billiard table (Q1193033) (← links)
• On the discontinuities of the boundary in billiards (Q1312509) (← links)
• The system of two spinning disks in the torus (Q1335317) (← links)
• Ergodic and statistical properties of piecewise linear hyperbolic automorphisms of the 2-torus (Q1379474) (← links)
• Complete hyperbolicity in Hamiltonian systems with linear potential and elastic collisions (Q1573856) (← links)
• Potentials on the two-torus for which the Hamiltonian flow is ergodic (Q2640206) (← links)
• Statistical properties of the system of two falling balls (Q2787799) (← links)
• Dynamics of a gravitational billiard with a hyperbolic lower boundary (Q4515123) (← links)
• On the gravity of dumbbell-like bodies represented by a pair of intersecting balls (Q4581448) (← links)
• Modified Verlet Method Involving Second-Order Mid-Point Rule Applied to Balls Falling in One-Dimensional Potentials (Q5406880) (← links)
• Statistical properties of chaotic systems (Q5750013) (← links)
• Computational Study of the Dynamics of an Asymmetric Wedge Billiard (Q5854870) (← links)
• From chaos to cosmology: insights gained from 1D gravity (Q5880262) (← links)
• Non-uniform ergodic properties of Hamiltonian flows with impacts (Q6172714) (← links)
• Rates in almost sure invariance principle for nonuniformly hyperbolic maps (Q6615979) (← links)