首页> 外文会议>Proceedings of the 13th world congress >ELLIPSOIDAL FILTERING PROBLEM FOR A STATE OF A SINGULARLY PERTURBED INFINITE-DIMENSIONAL SYSTEM
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ELLIPSOIDAL FILTERING PROBLEM FOR A STATE OF A SINGULARLY PERTURBED INFINITE-DIMENSIONAL SYSTEM

机译:一类奇摄动无限维系统的状态的椭球滤波问题

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The ellipsoidal filtering problem (Ovseevich et al., 1984) is considered for a state of a singularly perturbed infinite-dimensional dynamic system over discontinuous observations (Orlov and Basin, 1995). The ellipsoidal filtering equations with a measure are obtained for singularly perturbed ellipsoid parameters in the initial problem and for slow variables (Kokotovic et al., 1986) which are zero approximations for singularly perturbed ones. The ellipsoidal filtering problem for mutually dependent heat processes over discontinuous observations is considered as an illustrative exam-pie.
机译:对于不连续观测上一个奇摄动的无限维动力系统的状态,考虑了椭圆滤波问题(Ovseevich等,1984)。对于初始问题中的奇摄动椭球参数和慢变量(Kokotovic等人,1986),获得了带测度的椭球滤波方程,其中奇异摄动的近似值为零。在不连续的观测值上相互依赖的热过程的椭圆滤波问题被认为是一个示例性检查。

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