An iterative analytic extension process for equations G[z]=0 in Banach spaces yields a sequence of bifurcation theorems applicable to Fredholm operators with finite degeneracy.
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An analytic bifurcation principle for Fredholm operators
An iterative analytic extension process for equations G[z]=0 in Banach spaces yields a sequence of bifurcation theorems applicable to Fredholm operators with finite degeneracy.