The solution by iteration of nonlinear equations in Hilbert spaces

Ş Măruşter - Proceedings of the American Mathematical Society, 1977 - ams.org
The weak and strong convergence of the iterates generated by ${x_ {k+ 1}}=(1-
{t_k}){x_k}+{t_k} T {x_k}({t_k}\in R) $ to a fixed point of the mapping $ T: C\to C $ are …

[PDF][PDF] THE SOLUTION BY ITERATION OF NONLINEAR EQUATIONS IN HILBERT SPACES

T MÄRUSTER - AMERICAN MATHEMATICAL SOCIETY, 1977 - researchgate.net
The weak and strong convergence of the iterates generated by xk+ x=(1—tk) xk+ tkTxk (tk
GR) to a fixed point of the mapping T: C-> C are investigated, where C is a closed convex …

[引用][C] THE SOLUTION BY ITERATION OF NONLINEAR EQUATIONS IN HILBERT SPACES.

S MARUSTER - 1977 - pascal-francis.inist.fr
THE SOLUTION BY ITERATION OF NONLINEAR EQUATIONS IN HILBERT SPACES. CNRS
Inist Pascal-Francis CNRS Pascal and Francis Bibliographic Databases Simple search …

The Solution by Iteration of Nonlinear Equations in Hilbert Spaces

Ş Măruşter - Proceedings of the American Mathematical Society, 1977 - JSTOR
The weak and strong convergence of the iterates generated by x_k+1=(1-
t_k)x_k+t_kTx_k(t_k∈R) to a fixed point of the mapping T:C→C are investigated, where C is …

[PDF][PDF] THE SOLUTION BY ITERATION OF NONLINEAR EQUATIONS IN HILBERT SPACES

T MÄRUSTER - AMERICAN MATHEMATICAL SOCIETY, 1977 - scholar.archive.org
The weak and strong convergence of the iterates generated by xk+ x=(1—tk) xk+ tkTxk (tk
GR) to a fixed point of the mapping T: C-> C are investigated, where C is a closed convex …

[PDF][PDF] THE SOLUTION BY ITERATION OF NONLINEAR EQUATIONS IN HILBERT SPACES

T MÄRUSTER - AMERICAN MATHEMATICAL SOCIETY, 1977 - researchgate.net
The weak and strong convergence of the iterates generated by xk+ x=(1—tk) xk+ tkTxk (tk
GR) to a fixed point of the mapping T: C-> C are investigated, where C is a closed convex …