In this paper we use a matrix approach to approximate solutionsof variational inequalities in Hilbert spaces. The studied methodscombine new or well known iterative methods (as the originalMann's method) with regularized processes that involve regularmatrices in the sense of Toeplitz.We obtain ergodic type results and convergence.
Ergodic approximations via matrix regularization approach
MARINO, Giuseppe;CIANCIARUSO, Filomena;
2015-01-01
Abstract
In this paper we use a matrix approach to approximate solutionsof variational inequalities in Hilbert spaces. The studied methodscombine new or well known iterative methods (as the originalMann's method) with regularized processes that involve regularmatrices in the sense of Toeplitz.We obtain ergodic type results and convergence.File in questo prodotto:
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