Riccati-equation-based solutions are provided for a two-way disturbance vs. the disturbance rejection problem in linear time-varying (LTV) systems. Both state feedback and dynamic compensation are considered, and the solution to the standard H/sub infinity / problem is obtained as a particular case. This is followed by a general Riccati-equation-based characterization of LTV J-inner and J-co-inner plants, and J-inner/outer factorizations. The latter are intimately associated with the solution of feedback design problems.
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机译：基于方程式的基于方程式的解决方案用于双向扰动与线性时变（LTV）系统中的扰动抑制问题。考虑状态反馈和动态补偿，并作为特定情况获得标准H / sub Infinity /问题的解决方案。这是LTV J-Inner和J-Co-Inner Untent工厂的总基于Riccati等式的表征，以及J内/外构造。后者与反馈设计问题的解决方案密切相关。
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