Abstract
The iterative scheme based on the combination of Continuous analogue of the Newton`s method and Continuation method was developed for the solving a boundary value problem together with an additional condition. The accuracy was investigated numerically. The suggested method was applied for the numerical investigation of the equations of the solvated electron problem, of some bielectron problem and one QCD problem with an increasing potential. 10 refs.; 6 figs.; 2 tabs.
Citation Formats
Amirkhanov, I V, Puzynin, I V, and Strizh, T A.
Iteration scheme for the multiparameter nonlinear boundary value problem with the additional conditions and its application to some field models.
JINR: N. p.,
1992.
Web.
Amirkhanov, I V, Puzynin, I V, & Strizh, T A.
Iteration scheme for the multiparameter nonlinear boundary value problem with the additional conditions and its application to some field models.
JINR.
Amirkhanov, I V, Puzynin, I V, and Strizh, T A.
1992.
"Iteration scheme for the multiparameter nonlinear boundary value problem with the additional conditions and its application to some field models."
JINR.
@misc{etde_10153920,
title = {Iteration scheme for the multiparameter nonlinear boundary value problem with the additional conditions and its application to some field models}
author = {Amirkhanov, I V, Puzynin, I V, and Strizh, T A}
abstractNote = {The iterative scheme based on the combination of Continuous analogue of the Newton`s method and Continuation method was developed for the solving a boundary value problem together with an additional condition. The accuracy was investigated numerically. The suggested method was applied for the numerical investigation of the equations of the solvated electron problem, of some bielectron problem and one QCD problem with an increasing potential. 10 refs.; 6 figs.; 2 tabs.}
place = {JINR}
year = {1992}
month = {Dec}
}
title = {Iteration scheme for the multiparameter nonlinear boundary value problem with the additional conditions and its application to some field models}
author = {Amirkhanov, I V, Puzynin, I V, and Strizh, T A}
abstractNote = {The iterative scheme based on the combination of Continuous analogue of the Newton`s method and Continuation method was developed for the solving a boundary value problem together with an additional condition. The accuracy was investigated numerically. The suggested method was applied for the numerical investigation of the equations of the solvated electron problem, of some bielectron problem and one QCD problem with an increasing potential. 10 refs.; 6 figs.; 2 tabs.}
place = {JINR}
year = {1992}
month = {Dec}
}