Title of article :
Global bifurcation from zero for some nondifferentiable mappings
Author/Authors :
Mammadova, G.M. Baku State University, Baku, AZ1148, Azerbaijan
Abstract :
In this paper we consider global bifurcation from zero for some nonlinear eigenvalue problems
in Banach space with are not linearizable. We show the existence of two continua of solutions bifurcating
from the interval of the line of trivial solutions. These global continua have properties similar to those of
the continua found in Rabonowitz’ and Dancer well-known global bifurcation theorems
Keywords :
bifurcation point , bifurcation interval , global bifurcation , simple eigenvalue , component of solutions
Journal title :
Transactions Issue Mathematics, Azerbaijan National Academy of Sciences
