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Dynamics of symmetric dynamical systems with delayed switching
J. Sieber
, P. Kowalczyk
, S. Hogan
, M. Di Bernardo
School of Mathematics & Physics
Research output
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Article
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peer-review
142
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INIS
symmetry
100%
dynamics
100%
dynamical systems
100%
collisions
100%
periodicity
50%
orbits
50%
maps
33%
tori
33%
reflection
16%
applications
16%
values
16%
vector fields
16%
images
16%
dimensions
16%
bifurcation
16%
switches
16%
degrees of freedom
16%
oscillators
16%
Mathematics
Periodic Orbit
100%
Collision Event
100%
Dynamical System
100%
Poincaré Map
66%
Discrete Variable
33%
Vector Field
33%
Piecewise Smooth
33%
Polygon
33%
Dependent Problem
33%
Degree of Freedom
33%
Reflective Symmetry
33%
Engineering
Poincaré Map
100%
Degree of Freedom
50%
Single Degree
50%
Vector Field
50%
Oscillator
50%