On The Hopf Bifurcation Of Three Dimensional Mixing Competitive Systems

Posted on:2019-05-28

Degree:Master

Type:Thesis

Country:China

Candidate:Q Lu

Full Text:PDF

GTID:2370330572958589

Subject:Applied Mathematics

Abstract/Summary:

PDF Full Text Request

This paper investigates the Hopf bifurcation of three dimensional mixing competi-tive system via nullcline equivalent classes of three dimensional competitive systems with linearly determined nullclines.Within each of classes 26 to 31,Hopf bifurcation can occur.

Keywords/Search Tags:

Three dimensional mixed competitive system, Hopf bifurcation, limit cycle

PDF Full Text Request

Related items

1	On The Hopf Bifurcation Of Three Dimensional Mixing Competitive Systems
2	On Direction Of Hopf Bifurcation In Four-Dimensional Competitive Lotka-Volterra System
3	Multiplicity Of The Classes 29-31 To Possess Limit Cycles For The Three Dimensional Competitive Leslie-Gower System
4	The Focal Value Formula Of The Three-dimensional Competitive Leslie-gower System And The Existence Of Multiple Limit Cycles
5	Study On The Dynamic Properties Of Several Classes Of Three-Dimensional Differential Dystems
6	Local Branches Of Several Types Of High-dimensional Systems
7	Stability And Bifurcation Of Two Kinds Of Nonlinear Models
8	Study Of Hopf Bifurcation For Several Kinds Of Nonlinear Dynamical System
9	On The Shape Of Limit Cycles Hopf Bifurcated From Two Classes Of High Dimensional Differential Systems
10	Hopf Bifurcation Of A Competing Syste