On The Asymptotic Stability Of The Solutions For A Three-dimensional Linear Differential Systems

Posted on:2016-03-22

Degree:Master

Type:Thesis

Country:China

Candidate:J L Ma

Full Text:PDF

GTID:2180330464958952

Subject:Applied Mathematics

Abstract/Summary:

PDF Full Text Request

the following system is considered In this paper the primary goal is to establish conditions on time-varying coefficients e(t), f(t), g(t)and h(t) and the forcing term p1(t)、P2(t)、p3(t) for all solutions to converge to the origin (0,0,0) as t�'∞.

Keywords/Search Tags:

stability theory, weakly integrally positive, convergence of the solution, three-dimensional nonhomogeneous linear differential systems

PDF Full Text Request

Related items

1	Global Asymptotic Stability For Damped Oscillators And Its Application To Lotka-Volterra Model
2	The Stability Of Stochastic Differential Systems Without Linear Growth Condition And Noise Suppress Explosive Solution Of Differential Systems
3	Exponential Stability For Linear Time-Varying Differential Systems With Constant Delay
4	The Existence Of Solutions For Fractional Differential Equations With Nonhomogeneous Boundary Conditions
5	Research On The Positive Solution And Stability Of Singular Markovian Jump Systems
6	Positive Observers And Output-Feedback Stabilization For Interval Positive Systems With Delays
7	Convergence And Stability Of BDF Method For Uniform Mesh Of Proportional Delay Differential Equations
8	Several Problems Of Stability On Degenerate Differential Systems With Delays
9	Research On Dynamics Of Positive Systems
10	Stability Switches Of Retarded Differential Difference Systems And Existence Of Positive Periodic Solutions Of Neutral Functional Differential Equations