$D 4dot{ } T^2$ Mode Interactions and Hidden Rotational SymmetryReport as inadecuate



 $D 4dot{ } T^2$ Mode Interactions and Hidden Rotational Symmetry


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Bifurcation problems in which periodic boundary conditions or Neumann boundary conditions are imposed often involve partial differential equations that have Euclidean symmetry. As a result the normal form equations for the bifurcation may be constrained by the ``hidden- Euclidean symmetry of the equations, even though this symmetry is broken by the

Author: John David Crawford

Source: https://archive.org/



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