AbstractIn this paper, conditions that guarantee the uniqueness of limit cycles in the Liénard-type system, dx/dt=h(y)−F(x), dy/dt=−g(x), have been discussed. The conditions obtained here are different from those of Zhang and others. Several examples such as ẍ+ψ(ẋ)+q(x)φ(ẋ)=0 are given to illustrate that our results may easily be employed in practical applications
Abstract. In this paper, we investigate the uniqueness and stability of limit cycles for a nonlinear...
We give an account of the results about limit cycle’s uniqueness for Liénard equations, starting fro...
The problem of uniqueness of limit cycles for the Lienard equation is investigated. Some sufficient ...
AbstractIn this paper, conditions that guarantee the uniqueness of limit cycles in the Liénard-type ...
Abstract5proposed a theorem to guarantee the uniqueness of limit cycles for the generalized Liénard ...
AbstractWe consider the Liénard equation and we give a sufficient condition to ensure existence and ...
AbstractWe shall give two criteria for the uniqueness of limit cycles of systems of Liénard type ẋ ...
The problem of the uniqueness of limit cycles for Liénard systems is investigated in connection with...
AbstractIn this paper, we consider a generalized Liénard systemdxdt=ϕ(y)−F(x),(0.1)dydt=−g(x), where...
AbstractIn monographs [Theory of Limit Cycles, 1984] and [Qualitative Theory of Differential Equatio...
AbstractIn this paper, we use the theory of generalized rotated fields to prove a theorem of the uni...
AbstractIn this paper we study the limit cycles of the Liénard differential system of the form x¨+f(...
Kooij and Sun (J Math Anal Appl 208:260-276, 1997) proposed a theorem to guarantee the uniqueness of...
International audienceIn this paper we present an extension of existing results on limit cycles for ...
In this paper, we consider a generalized Lienard system dx/dt = phi(y) - F(x), dy/dt = -g(x), ...
Abstract. In this paper, we investigate the uniqueness and stability of limit cycles for a nonlinear...
We give an account of the results about limit cycle’s uniqueness for Liénard equations, starting fro...
The problem of uniqueness of limit cycles for the Lienard equation is investigated. Some sufficient ...
AbstractIn this paper, conditions that guarantee the uniqueness of limit cycles in the Liénard-type ...
Abstract5proposed a theorem to guarantee the uniqueness of limit cycles for the generalized Liénard ...
AbstractWe consider the Liénard equation and we give a sufficient condition to ensure existence and ...
AbstractWe shall give two criteria for the uniqueness of limit cycles of systems of Liénard type ẋ ...
The problem of the uniqueness of limit cycles for Liénard systems is investigated in connection with...
AbstractIn this paper, we consider a generalized Liénard systemdxdt=ϕ(y)−F(x),(0.1)dydt=−g(x), where...
AbstractIn monographs [Theory of Limit Cycles, 1984] and [Qualitative Theory of Differential Equatio...
AbstractIn this paper, we use the theory of generalized rotated fields to prove a theorem of the uni...
AbstractIn this paper we study the limit cycles of the Liénard differential system of the form x¨+f(...
Kooij and Sun (J Math Anal Appl 208:260-276, 1997) proposed a theorem to guarantee the uniqueness of...
International audienceIn this paper we present an extension of existing results on limit cycles for ...
In this paper, we consider a generalized Lienard system dx/dt = phi(y) - F(x), dy/dt = -g(x), ...
Abstract. In this paper, we investigate the uniqueness and stability of limit cycles for a nonlinear...
We give an account of the results about limit cycle’s uniqueness for Liénard equations, starting fro...
The problem of uniqueness of limit cycles for the Lienard equation is investigated. Some sufficient ...
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