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primary topic: On the convergence of two point block backward differentiation formula for second order ODEs

On the convergence of two point block backward differentiation formula for second order ODEs
type: AcademicArticle
type: Article
abstract: The Two Point Block Backward Differentiation Formula (BBDF2) is a direct solver for second order Ordinary Differential Equations (ODEs). It had shown its efficiency by having less total number of steps and less computational time over the first order ODEs solver. In this paper, the convergence of the BBDF2 is justified by its consistency and zero-stability properties. © 2016 Author(s).
date: 2016
volume: 1787
is part of: AIP Conference Proceedings
status: peerReviewed
status: published
author list: authors
type: EPrint
type: ConferenceItemEPrint
is part of: repository

American Institute of Physics Inc.
type: Organization

AIP Conference Proceedings
type: Collection
issn: 0094243X

Z.B. Ibrahim
type: Person
given name: Z.B.
family name: Ibrahim

N. Jamaludin
type: Person
given name: N.
family name: Jamaludin

N. Zainuddin
type: Person
given name: N.
family name: Zainuddin

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primary topic: On the convergence of two point block backward differentiation formula for second order ODEs