We prove that under this condition, the rank of the Jacobian of the function that defines the system of equations must be locally constant on the solution set.
Sep 15, 2011 · We address the problem of solving a continuously differentiable nonlinear system of equations under the condition of calmness.
It is proved that under the condition of calmness, the rank of the Jacobian of the function that defines the system of equations must be locally constant on ...
We prove that under this condition, the rank of the Jacobian of the function that defines the system of equations must be locally constant on the solution set.
Sep 15, 2011 · Abstract We address the problem of solving a continuously differentiable nonlinear system of equations under the condition of calmness.
Abstract: We address the problem of solving a continuously differentiable nonlinear system of equations under the condition of calmness.
We prove that under this condition, the rank of the Jacobian of the function that defines the system of equations must be locally constant on the solution set.
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Article "The effect of calmness on the solution set of systems of nonlinear equations" Detailed information of the J-GLOBAL is an information service ...
The effect of calmness on the solution set of systems of nonlinear equations. R Behling, A Iusem. Mathematical Programming 137, 155-165, 2013. 39, 2013. A ...
In the present paper, the effects of nonlinear perturbations of constraint systems are considered over the relationship between calmness and exact ...