Artículos de revistas
CONVERGENCE PROPERTIES OF ITERATIVE METHODS FOR SYMMETRICAL POSITIVE SEMIDEFINITE LINEAR COMPLEMENTARITY-PROBLEMS
Registro en:
Mathematics Of Operations Research. Inst Operations Research Management Sciences, v. 18, n. 2, n. 317, n. 333, 1993.
0364-765X
WOS:A1993LC37300006
10.1287/moor.18.2.317
Autor
DEPIERRO, AR
IUSEM, AN
Institución
Resumen
We consider iterative methods using splittings for solving symmetric positive semidefinite linear complementarily problems. We prove strong convergence, i.e., convergence of the whole sequence, for these types of methods with the only hypothesis of existence of a solution. To do this we introduce dual methods for solving a dual quadratic programming problem and we prove linear convergence of such methods. 18 2 317 333