Articulo
Extragradient method in optimization: convergence and complexity
Journal of Optimization Theory & Applications
Registro en:
1140829
1140829
Autor
Phong-Nguyen, Trong
Pauwels, Edouard
Suter, Bruce W
Institución
Resumen
We consider the extragradient method to minimize the sum of two functions, the first one being smooth and the second being convex. Under the Kurdyka-Aojasiewicz assumption, we prove that the sequence produced by the extragradient method converges to a cri Regular FONDECYT FONDECYT