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Forced symmetry breaking of homoclinic cycles
B. Sandstede,
A. Scheel
School of Mathematics
Research output
:
Contribution to journal
›
Article
›
peer-review
22
Scopus citations
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Keyphrases
Symmetry Breaking
100%
Heteroclinic Cycle
100%
Forced Symmetry
100%
Homoclinic Cycle
100%
Bifurcation
66%
Riblets
33%
Equivariant
33%
Stability Properties
33%
Codimension Two
33%
Stable Periodic Solutions
33%
Stability Criteria
33%
Wall Region
33%
Rayleigh-Bénard Convection
33%
Type of Stability
33%
Symmetry Type
33%
Homoclinic Orbit
33%
Bifurcating Periodic Solution
33%
Structurally Stable
33%
Mode Equation
33%
Geometric Lorenz Attractors
33%
Turbulent Layers
33%
Nonsymmetric Systems
33%
Mathematics
Periodic Solution
100%
Symmetry Breaking
100%
Rayleigh
50%
Codimension
50%
Equivariant
50%
Stability Criteria
50%