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On the zero set of G-equivariant maps
P. L. Buono
*
, M. Helmer, J. S.W. Lamb
*
Corresponding author for this work
Department of Mathematical Sciences
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Dive into the research topics of 'On the zero set of G-equivariant maps'. Together they form a unique fingerprint.
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Mathematics
Equivariant Map
100%
Isotropy
87%
Zero set
84%
Subgroup
49%
Equivariant
34%
Subspace
26%
Transversality
23%
Group Representation
21%
Bifurcation Theory
20%
Smooth Manifold
19%
Zero
19%
Vector space
16%
Vector Field
15%
Finite Group
14%
Isomorphic
13%
Fixed point
13%
Partial
12%
Theorem
7%