Another interesting example of how math.matical methods in physics can be applied to the area of ecology is presented. By using a theorem which first appeared in a Russian paper in 1958 for a generalised Lienard syste...
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Another interesting example of how math.matical methods in physics can be applied to the area of ecology is presented. By using a theorem which first appeared in a Russian paper in 1958 for a generalised Lienard system, a uniqueness theorem of limit cycles of a predator-prey system, which includes Lotka-Volterra, Gause and other systems as special cases, is obtained. Several examples show that the theorem is very useful in dealing with the uniqueness problem of limit cycles for certain ecological systems.
The original motivation of this study was to solve the Duncan-Mortensen-Zakai equation in nonlinear filtering theory. It was found that to do so one has to solve the so-called Kolmogorov equation. A scheme for solving...
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The original motivation of this study was to solve the Duncan-Mortensen-Zakai equation in nonlinear filtering theory. It was found that to do so one has to solve the so-called Kolmogorov equation. A scheme for solving the Kolmogorov equation explicitly is outlined.< >
A novel approach for the recognition of 2D shapes is presented based on the perceptual organization of descriptive-boundary primitives of objects. The system has three components: (1) a set of partition and grouping r...
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ISBN:
(纸本)0780336291
A novel approach for the recognition of 2D shapes is presented based on the perceptual organization of descriptive-boundary primitives of objects. The system has three components: (1) a set of partition and grouping rules for extracting and manipulating the primitives, (2) a control structure of the processes and (3) a representation scheme based on a perceptual hierarchy.
A basic model of a dynamical distribution network is considered, modeled as a directed graph with storage variables corresponding to every vertex and flow inputs corresponding to every edge, subject to unknown but con...
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ISBN:
(纸本)9781467357159
A basic model of a dynamical distribution network is considered, modeled as a directed graph with storage variables corresponding to every vertex and flow inputs corresponding to every edge, subject to unknown but constant inflows and outflows. We analyze the dynamics of the system in closed-loop with a distributed proportional-integral controller structure, where the flow inputs are constrained to take value in closed intervals. Results from our previous work are extended to general flow constraint intervals, and conditions for asymptotic load balancing are derived that rely on the structure of the graph and its flow constraints.
The stabilization problem of singular linear large-scale control systems with input feedbacks is investigated by using Riccati matrix equation, generalized Lyapunov function method, system decomposition method, singul...
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The stabilization problem of singular linear large-scale control systems with input feedbacks is investigated by using Riccati matrix equation, generalized Lyapunov function method, system decomposition method, singular systems theory and matrix theory. Some sufficient conditions for determining the asymptotical stability and unstability of the corresponding singular closed-loop large-scale systems are given. At last, an illustrate example is given to show the application of main result.
Deterministic and stochastic Petri nets (DSPNs) are a widely used high-level formalism for modeling discrete-event systems where events may occur either without consuming time, after a deterministic time, or after an ...
Deterministic and stochastic Petri nets (DSPNs) are a widely used high-level formalism for modeling discrete-event systems where events may occur either without consuming time, after a deterministic time, or after an exponentially distributed time. CSL (continuous stochastic logic) is a (branching) temporal logic developed to express probabilistic properties in continuous time Markov chains (CTMCs). In this paper we present a math.matica-based tool that implements recent developments for model checking CSL style properties on DSPNs. Furthermore, as a consequence of the type of process underlying DSPNs (a superset of Markovian processes), we are also able to check CSL properties of generalized stochastic Petri nets (GSPNs) and labeled CTMCs
This paper is concerned with a delay differential equationx=-x + f(y(t-r)), y=-y-f(x(t-r)),where delay r is a positive constant, and f is a signal transmission function of McCulloch-Pitts *** obtain some sufficient an...
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This paper is concerned with a delay differential equation
x=-x + f(y(t-r)), y=-y-f(x(t-r)),
where delay r is a positive constant, and f is a signal transmission function of McCulloch-Pitts *** obtain some sufficient and necessary conditions for the asymptotic behavior of network (*) with σ ≤-1 .The results obtained show that the large time behaviors of solutions of (*) are dependent of r if σ= -1. These results improve the corresponding theorems in [3] by removing the restriction of the initial conditions.
FR is a steganalysis algorithm based on frequency domain for F5. It has been widely used because of its high-capacity and robustness. In recent years, many scholars have engaged in the field. In this paper, It is prop...
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FR is a steganalysis algorithm based on frequency domain for F5. It has been widely used because of its high-capacity and robustness. In recent years, many scholars have engaged in the field. In this paper, It is proposed for a JPEG information hiding algorithm of resisting F5(JHRF). By embedding secret information into IPEG image by rules, JHRF can deal effectively with abnormal data and get better results resisting FR. The experiment results show that JHRF is more effective.
Nonlinear multilayer principal component analysis (NMPCA) is well-known as an improved version of principal component analysis (PCA) using a five layer bottleneck neural network. NMPCA enables us to extract nonlinear ...
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ISBN:
(纸本)9781509061686
Nonlinear multilayer principal component analysis (NMPCA) is well-known as an improved version of principal component analysis (PCA) using a five layer bottleneck neural network. NMPCA enables us to extract nonlinear hidden structure from high dimensional data, however, it has been difficult for users to understand obtained results, because trained results of NMPCA have many different locally optimal parameters depending on initial parameters. There has been no method how to find a few essential structures from many differently trained networks. This paper proposes a new interpretation method of NMPCA by extracting a few essential structures from many differently trained and locally optimal parameters. In the proposed method, firstly the weight parameters are made to be sparsely represented by LASSO training and appropriately ordered using the generalized factor loadings, then classified into a few hierarchical clusters, so that users can understand the extracted results. Its effectiveness is shown by both artificial and real world problems.
Facilities such as interprocess communication and protection of shared resources have been added to operating systems to support multiprogramming and have since been adapted to exploit explicit multiprocessing within ...
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