The Study of a Class of Multidimsion Stochastic System

In this paper, we use wavelet methods to analyse a class of multidimsion linear stochastic system, we obtain its average power, density degree, wavelet expansion and relation of expansion coefficient.Key words: stochastic system; density degree; wavelet expansion; average power; relatio

The Study of Wiener Processes with Linear-Trend Base on Wavelet

In this paper,through wavelet methods,we obtain the wavelet alternation and wavelet express of a class of random processes– Wiener processes with linear trend,and analyse its some properties of wavelet alternation, and we obtain some new results.Key words Wiener processes; Linear trend; Wavelet alternation; Stochastics processes; Wavelet express; Power; Energy; Syste

The Study of the Fractional Brownian Motion Base 2-Index

In this paper, we use the wavelet transform to the Fractional Brownian Motion of 2-index by Haar wavelet, we obtain some statistical properties about the stochastics processes and its density degree and wavelet expresses.Key words: Fractional Brownian Motion of 2-index; Wavelet analysis; Wavelet transform; Haar wavelet; Density degre

Some Properties of a Class of Wiener Difference Processes and Wavelet Express

Recently, some researchers have studied wavelet problems of stochastic processes or stochastic system by using wavelet. In this paper, we take wavelet and use it in a series expansion of signals or functions. Wavelet has its energy concentration in time to give a tool for the analysis of transient and nonstationary and time-varying phenomena. Wavelets have contributed to this already intensely developed and rapidly advancing field. The study of Wiener difference processes stochastic system is very important in theory and application. In this paper, Wiener difference processes are studied by using wavelet analysis, and some properties and wavelet express are obtained

The Energy of Convolution of 2-Dimension Exponential Random Variables Base on HaarWavelet

In this paper, through wavelet methods, we obtain the energy of convolution of two-dimension exponential random variables and analyze its some properties of wavelet alternation, and we obtain some new results.Key words: Exponential random variables; Wavelet alternation; Convolution; Energ

The Energy of Stochastic Vibration System of a Class of Protein Base on Wavelet

In this paper, we study the energy of a stochastic vibrationsystem of a class of protein through wavelet alternation.Key words: Wavelet alternation; Protein; Stochasticsystem; Energ

Spectral Properties and Finite Pole Assignment of Linear Neutral Systems in Banach Spaces

We will consider a pole assignment problem for a class of linear neutral functional differential equations in Banach spaces. We will think of the neutral system studied as that of involving no time delays and reduce the study of adjoint semigroups and spectral properties of neutral equations to those of Cauchy problems. Under the assumption that both the control and eigenspace of pole are finite dimensional, we establish the rank conditions for finite pole assignability

The Analysis of The Random System of Polar Move Base on Wavelet

Abstract:In this paper,we study the energy of random system of Polar Move base on wavelet method,we obtain some statistics properties and density of the system use wavelet transform