In this paper we study bifurcation from simple eigenvalues for systems of differential equations; we prove the existence of global bifurcating branches of solutions on which the Maslov index of suitable associated linear systems is preserved.
Preservation of the Maslov index along bifurcating branches of solutions of first order systems in RN
CAPIETTO, Anna;DAMBROSIO, Walter
2006-01-01
Abstract
In this paper we study bifurcation from simple eigenvalues for systems of differential equations; we prove the existence of global bifurcating branches of solutions on which the Maslov index of suitable associated linear systems is preserved.
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