【摘要】 给定等价辛流形 ,即辛同态或形变等价的辛流形 ,研究了建立在这些辛流形上的Hamilton控制系统之间的一些性质的联系 ,诸如 (局部 )能观测性 ,强可接近性 ,(拟 )极小性等 .而且 ,利用Cort啨ｓ介绍的 (弱 )外等价系统的概念 ,给出使得两个Hamilton控制系统是辛同态的一个充分条件更多还原

【Abstract】 Given the equivalent Symplectic manifolds i.e.,symplectomorphism or deformation equivalent Symplectic manifolds,the relationships of characters for the associated affine Hamiltonian control systems are shown,such as (local) observability,locally strong accessibility,(quasi )minimality,ect.Moreover,a sufficient condition is given for two Hamiltonian control systems to be symplectomorphism in terms of the notions of (weakly) externally equivalent systems introduced by Cortés.更多还原