control) 
Besides, when all the parametric factors tend to zero, the curves globally approximate to the control polygon.


The optimal harvest policy is formulated and solved as an optimal control problem.


Using stochastic control theory, the paper will present that the firm's value satisfies a partially differentiate equation, and analyze the managerial flexibility value within a framework of realoption analytic theorey.


Optimal harvesting control problem for linear agedependent population dynamics


By Mazur's Theorem, the existence of solutions of the optimal control problem (OH) is demonstrated.


Finally, under suitable assumptions, the uniqueness of solutions of the optimal control problem (OH) is given.


The scheme exhibits significant control over shrinkage/size of volumetric models.


In this paper, the boundary control problem of a distributed parameter system described by the Schr?dinger equation posed on finite interval α ≤ x ≤ β:


These studies demonstrate that using organic solvent and water mixtures is an effective way to control the multilayer construction by adjusting the media properties.


Doping Fe3+ can control the conversion of TiO2 from anatase to rutile.


It is very important to control the crystal morphology of starshaped copolymers by introducing the miktoarm into the starshaped polymers and adjusting its content in starshaped polymers.


The regularization technique can handle illposed problems, reduce the solution space, and control the generalization.


By using only one state variable and its time derivatives, a control law is constructed to achieve the synchronization between the investigated chaotic systems and their observers, and the results are proved theoretically.


Then, an appropriate exciting current control system is presented considering the characteristics of HEPMSG.


There are usually no online product quality measurements in batch and semibatch processes, which make the process control task very difficult.


A novel estimation scheme based on dead reckoning (DR) model for networked control system (NCS) is proposed in this paper.


An integrated approach to modeling and adaptive control


In the book (Adaptive Identification, Prediction and ControlMulti Level Recursive Approach), the concept of dynamical linearization of nonlinear systems has been presented.


From the linearization procedure, we can find a new approach of system identification, which is online realtime modeling and realtime feedback control correction.


The modeling and realtime feedback control have been integrated in the identification approach, with the parameter adaptation model being abandoned.

