Implicit Function Theorems for Non-Differentiable Mappings.
Journal of Optimization theory and applications, 129, (2), .
This is the latest version of this item.
Sufficient conditions are given for a mapping to be $\gamma$-G inverse differentiable. Constrained implicit function theorems for $\gamma$-G inverse differentiable mappings are obtained. The constraints are either closed convex cones or closed subsets in different cases. A theorem without $\gamma$-G inverse differentiability in finite dimensional space is also presented.
Available Versions of this Item
Implicit Function Theorems for Non-Differentiable Mappings. (deposited 09 Feb 2005)
Actions (login required)