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Algorithms for Estimation in Distributed Models with Applications to Large Space Structures.

机译:分布式模型估计算法及其在大空间结构中的应用。

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The author discusses theoretical and computational results for spline based approximation schemes used in parameter estimation algorithms for distributed systems. Specific applications include beam-like structures described by the Euler-Bernoulli and Timoshenko theories and antenna surfaces such as that in the deployable Maypole Hoop/Column model.

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