ESTABILIDADE ABSOLUTA DOS MÉTODOS LINEARES DE PASSO MULTIPLOPARA EQUAÇÕES INTEGRAIS DE VOLTERRA DE SEGUNDA ESPÉCIE

Boaventura, Maurilio

doi:10.11606/D.55.2019.tde-01042019-165847

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Master's Dissertation

DOI

https://doi.org/10.11606/D.55.2019.tde-01042019-165847

Document

Master's Dissertation

Author

Boaventura, Maurilio (Catálogo USP)

Full name

Maurilio Boaventura

Institute/School/College

Instituto de Ciências Matemáticas e de Computação

Knowledge Area

Computer Science and Computational Mathematics

Date of Defense

1989-08-04

Published

São Carlos, 1989

Supervisor

Cuminato, José Alberto (Catálogo USP)

Committee

Cuminato, José Alberto (President)
Mckee, James Clark Saint Clair Sean
Meneguette Junior, Messias

Title in Portuguese

ESTABILIDADE ABSOLUTA DOS MÉTODOS LINEARES DE PASSO MULTIPLOPARA EQUAÇÕES INTEGRAIS DE VOLTERRA DE SEGUNDA ESPÉCIE

Keywords in Portuguese

Not available

Abstract in Portuguese

Not available

Title in English

Absolut stability of linear multistep methods for second kind Volterra integral equations

Keywords in English

Not available

Abstract in English

The main purpose of this mork is to shym that linear multistep methods for Ordinary Differential Equations way be transfornmd into qmadrature rules and hum the stability properties of such nethods is oarried over to the context of ~Primai solution of Volterra Integral Equations. It is algo shomm that difficulties arise when %e try to extended the class of test problems.

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MaurilioBoaventura.pdf (2.68 Mbytes)

Publishing Date

2019-04-02

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