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Axisymmetry of critical points for the Onsager functional
J. M. Ball
Mathematics
School of Mathematical & Computer Sciences
Research output
:
Contribution to journal
›
Article
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peer-review
3
Citations (Scopus)
13
Downloads (Pure)
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Dive into the research topics of 'Axisymmetry of critical points for the Onsager functional'. Together they form a unique fingerprint.
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Earth and Planetary Sciences
Bifurcation
14%
Characterization
14%
Classification
14%
Critical Point
100%
Identity
14%
Kinetics
14%
Liquid Crystal
14%
Mechanics
14%
Model
14%
Molecular Interaction
14%
Rod
14%
Sphere
42%
Stable
28%
Symmetry
14%
Mathematics
Axial Symmetry
14%
Classification
14%
Critical Point
100%
Dipole
42%
Dipole Interaction
14%
Interaction
42%
Kernel
14%
Spherical Polar Coordinate
14%
Stationary Solution
14%
Wide Variety
14%
Engineering
Axisymmetric
28%
Axisymmetry
14%
Classification
14%
Critical Point
100%
Design
14%
Dipole
42%
Dipole Interaction
14%
Kinetic
14%
Liquid Crystals
14%
Models
14%
Physics
Bifurcation
14%
Kinetics
14%
Mechanics
14%
Model
14%
Molecular Interaction
14%
Spheres
42%
Symmetry
14%