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57201

THE STRUCTURE OF BIFURCATIONS OF CRITICAL POINTS OF A DIFFERENTIAL EQUATION WITH SEVERE NON-LINEARITY .

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Last updated: 24 Dec 2024

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Abstract

The critical points of an autonomous differential equation of the second order with severe non-linearity , can have a bifurcation structure in a parameter plane (a,b) , -1Gb <1 , similar to the " box-within-a-box " bifurcation structure . This is shown using a recurrence relation having such a bifurcation structure in (a,b) plane , -1

DOI

10.21608/amme.1986.57201

Authors

First Name

HASSAN

Last Name

EL-HAMOULY

MiddleName

MOHAMED

Affiliation

DEPARTMENT OF MATHEMATICS - MILITARY TECHNICAL COLLEGE - EGYPT.

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Volume

2

Article Issue

2nd Conference on Applied Mechanical Engineering.

Related Issue

8659

Issue Date

1986-05-01

Receive Date

2019-11-06

Publish Date

1986-05-01

Page Start

99

Page End

104

Print ISSN

2636-4352

Online ISSN

2636-4360

Article File

AMME_Volume 2_Issue 2nd Conference on Applied Mechanical Engineering._Pages 99-1….pdf

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Link

https://amme.journals.ekb.eg/article_57201.html

Detail API

https://amme.journals.ekb.eg/service?article_code=57201

Order

57

Type

Original Article

Type Code

831

Publication Type

Journal

Publication Title

The International Conference on Applied Mechanics and Mechanical Engineering

Publication Link

https://amme.journals.ekb.eg/

MainTitle

THE STRUCTURE OF BIFURCATIONS OF CRITICAL POINTS OF A DIFFERENTIAL EQUATION WITH SEVERE NON-LINEARITY .

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Article

Created At

22 Jan 2023