关于离散情况波波夫不等式求解的第二子问题
On the Second Subproblem for Solving the Popov's Inequality in Discrete-Time MRAS
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摘要: 本文讨论离散情况波波夫不等式解的第二子问题,探讨解的一般形式,进一步扩展了选取 复杂自适应规律的范围,其中有的结果是Landau引理或其它文献中一些结果的推广和发展.
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关键词:
- 离散模型参考自适应系统 /
- 超稳定性方法 /
- 波波夫不等式
Abstract: In this paper, a more general form of the solution to the second subproblem for solving the Popov's inequality in discrete-time MRAS is given, hence the correponding results in [1] are extended and more freedom in selecting the adaptation laws can be obtained.-
Key words:
- MRAS /
- superstability method /
- Popov's inequality
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