The extragradient algorithm for variational inequalities with summable errors
Applicable Nonlinear Analysis, Volume 3, Issue 2, August 2026, Pages: 106–113
ALEXANDER J. ZASLAVSKI
Department of Mathematics, The Technion – Israel Institute of Technology, 32000 Haifa, Israel
Abstract
We study, in the setting of a Hilbert space, the behavior of the sequences generated by extragradient methods for solving variational inequalities in the presence of summable computational errors. It is shown that most of iterates are good approximate solutions of variational inequalities.
Cite this Article as
Alexander J. Zaslavski, The extragradient algorithm for variational inequalities with summable errors, Applicable Nonlinear Analysis, 3(2), 106–113, 2026