【摘 要】
：
In this talk the synchronization will be initially studied for infinite dimensional dynamical systems of partial differential equations instead of finite di
论文部分内容阅读
In this talk the synchronization will be initially studied for infinite dimensional dynamical systems of partial differential equations instead of finite dimensional systems of ordinary differential equations,and will be connected with the control theory via boundary controls in a finite time interval.More precisely,various kinds of exact boundary synchronization and approximate boundary synchronization will be introduced and realized by means of fewer boundary controls for a coupled system of wave equations with Dirichlet boundary controls.Moreover,as necessary conditions for various kinds of approximate boundary synchronization,Criteria of Kalman's type are obtained.Finally some prospects will be given.
其他文献
This talk will survey very recent improvements of the classical,Wilkinson-style error bounds for summation,inner products,and complex arithmetic.In particul
general framework to give high-precision verified eigenvalue bounds for self-adjoint differential operators will be proposed.The framework is based on the n
Spherical t(∈)-designs with(∈)∈ [0,1)provide positive weight quadrature rules for the sphere which are exact for polynomials up to degree t.Spherical t(
A small random sample of rows/columns of any matrix is a decent proxy for the matrix,provided sampling probabilities are proportional to squared lengths.Sin
In the past decade the study of the fluid dynamics of swimming organisms has flourished.With the possibility of using fabricated robotic micro swimmers for
Dynamics in nature often proceed in the form of rare transition events: The system under study spends very long periods of time at various metastable states
The uncertainty of probability distributions can be described and calculated by nonlinear expectation.Nonlinear parabolic PDE plays a crucially important ro
Until the end of the last millennium the gas industry was an integrated business.The integration of trading,network and gas storage facilities within a sing
Fractional diffusion has become a fundamental tool for the modeling of multiscale and heterogeneous phenomena.However,due to its nonlocal nature,its accurat
Computer Tomography has been a major event in diagnostic medicine.An interesting account of this theme combined with Radon Transform and Fourier analysis ca