Publication result detail

On Solutions of Nonlinear Boundary-Value Problems Whose Components Vanish at Certain Points

PŮŽA, B.; SHCHOBAK, N.; RONTÓ, A.; RONTÓ M.

Original Title

On Solutions of Nonlinear Boundary-Value Problems Whose Components Vanish at Certain Points

English Title

On Solutions of Nonlinear Boundary-Value Problems Whose Components Vanish at Certain Points

Type

WoS Article

Original Abstract

We show how an appropriate parametrization technique and successive approximations can help to investigate nonlinear boundary-value problems for systems of differential equations under the condition that the components of solutions vanish at some unknown points. The technique can be applied to nonlinearities involving the signs of absolute value and positive or negative parts of functions under various types of boundary conditions.

English abstract

We show how an appropriate parametrization technique and successive approximations can help to investigate nonlinear boundary-value problems for systems of differential equations under the condition that the components of solutions vanish at some unknown points. The technique can be applied to nonlinearities involving the signs of absolute value and positive or negative parts of functions under various types of boundary conditions.

Keywords

BOUNDARY VALUE PROBLEMS

Key words in English

BOUNDARY VALUE PROBLEMS

Authors

PŮŽA, B.; SHCHOBAK, N.; RONTÓ, A.; RONTÓ M.

RIV year

2019

Released

01.01.2018

ISBN

0041-5995

Periodical

Ukrainian Mathematical Journal

Volume

2018

Number

1

State

Ukraine

Pages from

94

Pages to

114

Pages count

21

BibTex

@article{BUT143692,
  author="PŮŽA, B. and SHCHOBAK, N. and RONTÓ, A. and RONTÓ M.",
  title="On Solutions of Nonlinear Boundary-Value Problems Whose  Components Vanish at  Certain Points",
  journal="Ukrainian Mathematical Journal",
  year="2018",
  volume="2018",
  number="1",
  pages="94--114",
  doi="10.1007/s11253-018-1490-3",
  issn="0041-5995"
}