A systematic and algorithmic approach for the theory of bifurcations with symmetry is presented. Using the Computer Algebra as a tool, an algorithm is developed for arbitrary group actions. This includes that instead ...
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A systematic and algorithmic approach for the theory of bifurcations with symmetry is presented. Using the Computer Algebra as a tool, an algorithm is developed for arbitrary group actions. This includes that instead of germs, polynomials which creates new problems but nevertheless seems to be a reasonable approach are handled.
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