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Many Kalman-filtering-based approaches have been developed for linear and nonlinear systems.
In recent years, various fuzzified versions of the NNs and the RBF Network have been developed for linear, nonlinear and nonparametric regression models.
In contrast, most existing methods enabling complete fault isolation have been developed for linear time invariant (LTI) systems and require a strong condition on the number of sensors.
A frequency-domain model has been developed for linear stability analysis, and marginal stability boundaries under several conditions for the parallel-channel system are generated, which indicate that the system normal operational condition is in the stable region.
A frequency-domain model has been developed for linear stability analysis, and marginal stability boundaries under several conditions are generated, which indicate that the system normal operational condition is in an absolute stable region.
To this end, a frequency-domain model has been developed for linear stability analysis, and marginal stability boundaries under both the fixed inlet flow boundary conditions and the fixed external pressures boundary conditions are generated, which indicate that the system normal operational condition is in stable regions.
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A new theoretical approach is developed for linear phase space distributions of ions at the start of the TOF experiment.
A generic molecular thermodynamic model is developed for linear and branched polymer solutions in a cubic lattice.
A new robust controller design method is developed for linear time-invariant single- input single-output systems presented by their frequency response data.
In this paper a direct model reference adaptive control (MRAC) based multiple-model switching control scheme is developed for linear multivariable plants.
The model and the associated theory are developed for linear and nonlinear plunging and pitching full-state proportional and velocity feedback controls.
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been suggested for linear
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been shown for linear
been created for linear
been established for linear
been developed for direct
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