Existence of positive weak solutions for a new class of Kirchhoff elliptic systems with multiple parameters
In this paper, using sub-supersolution method, we study the existence of weak positive solution for a new class of Kirchhoff elliptic systems in bounded domains with multiple parameters.
In this paper,the design for eigenstructure assignment is discussed.The Linear Design Method for minimal order E-compensator is given,in which the attached P polse can be assigned in a stable(fixed,arbitrary)position.The uniformity of eigenstructure assignment capability for EO-compensator,E-compensator and state feedback is proved.