| 21. | Linearization of Nonlinear dynamical systems with state-space realizations in both frequency and time domains.
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| 22. | In practice, generalized filtering uses local linearization over intervals \ Delta t to recover discrete updates
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| 23. | For example, the linearization at \ theta = 0, called the small angle approximation, is
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| 24. | "' Feedback linearization "'is a common approach used in controlling nonlinear systems.
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| 25. | Another linearization would be at \ theta = \ pi, corresponding to the pendulum being straight up:
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| 26. | As nonlinear equations are difficult to solve, nonlinear systems are commonly approximated by linear equations ( linearization ).
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| 27. | The linearization of a function is the first order term of its Taylor expansion around the point of interest.
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| 28. | A common linearization of this problem is the minimization of the maximum utilization U _ { max }, where
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| 29. | There are different concepts to linearize an amplifier, including pre-and post-distortion and feedback linearization.
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| 30. | In higher dimensions, the derivative of a function at a point is a linear transformation called the linearization ..
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