Abstract
The continuous analog of Newton`s method is studied. The algorithm for calculating the iterative parameter is given and the convergence of iterative Newton`s scheme for solving the nonlinear functional equation in Banach space is established. 8 refs.
Citation Formats
Zhanlav, T, and Puzynin, I V.
On a convergence of iterative Newton`s scheme; Skhodimost` iteratsiononoj n`yutonovskoj skhemy.
JINR: N. p.,
1991.
Web.
Zhanlav, T, & Puzynin, I V.
On a convergence of iterative Newton`s scheme; Skhodimost` iteratsiononoj n`yutonovskoj skhemy.
JINR.
Zhanlav, T, and Puzynin, I V.
1991.
"On a convergence of iterative Newton`s scheme; Skhodimost` iteratsiononoj n`yutonovskoj skhemy."
JINR.
@misc{etde_10153788,
title = {On a convergence of iterative Newton`s scheme; Skhodimost` iteratsiononoj n`yutonovskoj skhemy}
author = {Zhanlav, T, and Puzynin, I V}
abstractNote = {The continuous analog of Newton`s method is studied. The algorithm for calculating the iterative parameter is given and the convergence of iterative Newton`s scheme for solving the nonlinear functional equation in Banach space is established. 8 refs.}
place = {JINR}
year = {1991}
month = {Dec}
}
title = {On a convergence of iterative Newton`s scheme; Skhodimost` iteratsiononoj n`yutonovskoj skhemy}
author = {Zhanlav, T, and Puzynin, I V}
abstractNote = {The continuous analog of Newton`s method is studied. The algorithm for calculating the iterative parameter is given and the convergence of iterative Newton`s scheme for solving the nonlinear functional equation in Banach space is established. 8 refs.}
place = {JINR}
year = {1991}
month = {Dec}
}