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 Mathematical & Statistical Methods


Neural Control for Nonlinear Dynamic Systems

Neural Information Processing Systems

A neural network based approach is presented for controlling two distinct types of nonlinear systems. The first corresponds to nonlinear systems with parametric uncertainties where the parameters occur nonlinearly. The second corresponds to systems for which stabilizing control structures cannotbe determined. The proposed neural controllers are shown to result in closed-loop system stability under certain conditions.


Neural Control for Nonlinear Dynamic Systems

Neural Information Processing Systems

A neural network based approach is presented for controlling two distinct types of nonlinear systems. The first corresponds to nonlinear systems with parametric uncertainties where the parameters occur nonlinearly. The second corresponds to systems for which stabilizing control structures cannot be determined. The proposed neural controllers are shown to result in closed-loop system stability under certain conditions.


A History of Probability and Statistics and Their Applications before 1750

Classics

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Combinatorial algorithms: Theory and practice

Classics

Torres D. D and Rocco S. C A comparative study for assessing the reliability of complex networks using rules extracted from different machine learning approaches Proceedings of the 18th Australian Joint conference on Advances in Artificial Intelligence, (954-958)


An unsolvable problem of elementary number theory

Classics

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