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dynamical behaviors

Dynamical behaviors of a discrete SIS epidemic model with standard incidence and stage structure

Dynamical behaviors of a discrete SIS epidemic model with standard incidence and stage structure

... For an epidemic model, it is well known that we are concerned about that whether the disease will invade the population. Thus, it is important to research the permanence and extinction of the disease. Therefore, in this ...

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Dynamical behaviors of a food chain model with stage structure and time delays

Dynamical behaviors of a food chain model with stage structure and time delays

... on dynamical behaviors for the system: on one hand, if τ 1 ∈ (m 1 , m 2 ) and τ 2 ∈ (m 4 , +∞), then the boundary equilibrium E 2 (x 0 , y 0 1 , y 0 2 , 0, 0) ...

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Complex dynamical behaviors in a discrete eco epidemiological model with disease in prey

Complex dynamical behaviors in a discrete eco epidemiological model with disease in prey

... the dynamical behaviors of discrete-time eco- epidemiological ...complex dynamical behavior in a discrete-time eco-epidemiological model than the continuous-time one as we obtained (see [])? In ...

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Dynamical behaviors of an SIRI epidemic model with nonlinear incidence and latent period

Dynamical behaviors of an SIRI epidemic model with nonlinear incidence and latent period

... According to the above theorems, we have the same results on the dynamics of the SIRI model () with one of its limit equations (). In this section, we shall give some examples and their simulations to illustrate the ...

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Dynamical behaviors of a two competitive metapopulation system with impulsive control

Dynamical behaviors of a two competitive metapopulation system with impulsive control

... The rest of this paper is organized as follows. In Section , the sufficient conditions for the existence and stability of a semi-trivial periodic solution are given. The Poincaré maps are constructed and theoretical ...

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LMI conditions for some dynamical behaviors of fractional order quaternion valued neural networks

LMI conditions for some dynamical behaviors of fractional order quaternion valued neural networks

... It is worth mentioning that the qualitative analysis of the dynamical behaviors is a criti- cal step for the designed FNNs in many real applications. Generally, the design value of the system parameters ...

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Dynamical behaviors of a predator prey system with prey impulsive diffusion and dispersal delay between two patches

Dynamical behaviors of a predator prey system with prey impulsive diffusion and dispersal delay between two patches

... the dynamical properties of a single-species model with diffusion and dispersal delay between two patches and the comparison principle of impulsive differential equations, we establish the sufficient conditions on the ...

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Dynamical behaviors of an HTLV I infection model with intracellular delay and immune activation delay

Dynamical behaviors of an HTLV I infection model with intracellular delay and immune activation delay

... HTLV-I infection is rarely cleared from the body. The dynamical outcomes that are bio- logically relevant are the carrier state and HAM/TSP state. Furthermore, considering that the large number of HTLV-I infected ...

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Dynamical behaviors of stochastic local Swift Hohenberg equation on unbounded domain

Dynamical behaviors of stochastic local Swift Hohenberg equation on unbounded domain

... random dynamical system is asymptotically compact by uniform a priori estimates for the far-field values of the solution, which implies the existence of a random attractor for the random dynamical system ...

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On the study of majority and minority shareholders’ symbiosis theory based dynamical behaviors and countermeasures

On the study of majority and minority shareholders’ symbiosis theory based dynamical behaviors and countermeasures

... non-linear dynamical system, this dissertation demonstrates the feasibility of harmonious symbiosis between majority and minority shareholders in listed companies and listed out the status interval of symbiosis ...

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Dynamical behaviors of a stochastic SIRS epidemic model

Dynamical behaviors of a stochastic SIRS epidemic model

... By study epidemic dynamical systems, we are interested by extinction, and persistent in a population. In the deterministic models, the second problem is solved by showing that the en- demic equilibrium of the ...

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Infinite Number of Disjoint Chaotic  Subsystems of Cellular Automaton Rule 106

Infinite Number of Disjoint Chaotic Subsystems of Cellular Automaton Rule 106

... Gratefully, the research of CA has drawn more and more scientists’ attention in the last 20 years. Many concepts of topological dynamics have been used to describe and classify them [11]-[15]. And the dynamical ...

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Bifurcation of Parameter Space and Chaos in Mira 2 Map

Bifurcation of Parameter Space and Chaos in Mira 2 Map

... complex dynamical behaviors, including period-1, 2, 3, 4, 5, ⋅⋅⋅ , 38, ⋅⋅⋅ orbits, Arnold tongues observed in the circle map [7], crisis, some chaotic attractors, pe- riod-doubling bifurcation to chaos, ...

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Bifurcation and chaos of an SIS model with logistic term

Bifurcation and chaos of an SIS model with logistic term

... of dynamical behaviors, which include the discrete epidemic model undergoes transcritical bifur- cation, flip bifurcation, Hopf bifurcation and ...different dynamical behaviors between ...

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A PREDATOR-PREY MODEL WITH STRONG ALLEE EFFECT IN THE PREY AND AN ALTERNATIVE FOOD SOURCE FOR THE PREDATOR

A PREDATOR-PREY MODEL WITH STRONG ALLEE EFFECT IN THE PREY AND AN ALTERNATIVE FOOD SOURCE FOR THE PREDATOR

... Abstract— In this paper, we have studied the dynamical behaviors of a predator-prey model, where the prey is subject to strong Allee effect, and the predator has an alternative food source. Positivity and ...

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A Seven Dimensional System of the Navier Stokes Equations for a Two Dimensional Incompressible Fluid on a Torus

A Seven Dimensional System of the Navier Stokes Equations for a Two Dimensional Incompressible Fluid on a Torus

... A seven-mode truncation system of the Navier-Stokes equations for a two-dimensional incompressi- ble fluid on a torus is considered. Its stationary solutions and stability are presented; the existence of the attractor ...

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Global Phase Synchronization for a Class of Dynamical Complex Networks with Time Varying Coupling Delays

Global Phase Synchronization for a Class of Dynamical Complex Networks with Time Varying Coupling Delays

... of dynamical complex networks composed of multiinput multioutput pendulum-like systems with time-varying coupling delays is ...error dynamical networks is reduced to the same problem of a class of low ...

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Dynamical Hierarchies

Dynamical Hierarchies

... Though dynamical hierarchies are ubiquitous in living systems and fundamental to concepts of self-organisation, recreating dynamical hierarchies spontaneously in Artificial Life systems has proved ...for ...

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The Dynamical Entropy

The Dynamical Entropy

... In this paper we propose a new formula of entropy, which follows directly from the deterministic motion equations for the system. In contrast to the existing definitions of entropy, it is completely determined by the ...

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Quantum conductance of homogeneous and inhomogeneous interacting electron systems

Quantum conductance of homogeneous and inhomogeneous interacting electron systems

... the dynamical resistance: (a) the non-local con- tribution 3 parametrized by the dynamical viscosity of the homogeneous electron gas, effective only for inhomogeneous systems, (b) a local contribution ...

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