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The CEM is quite generally formulated for any system with arbitrary coexisting (fluid and solid) phases.
This method can be applied to any first- and second-order reaction system with arbitrary complexity.
A general vibrational model of a continuous system with arbitrary linear and cubic operators is considered.
The decoding complexity is considered in the MIMO system with arbitrary correlated fading channels using the traditional STF code.
In this paper, we have studied the performance of STF-coded MIMO-OFDM system with arbitrary spatial, temporal, and frequency/path correlations.
Indeed, according to [6], this problem is already NP-hard even in a two-user communication system with arbitrary number of available channels.
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Rotating systems with arbitrary finite degrees of freedom are considered.
This approach is highly scalable and suitable for systems with arbitrary shapes.
In this study, the antitrapping PFM was extended to multicomponent systems with arbitrary thermodynamic properties.
Systems with arbitrary behaviour in both log-magnitude response and phase response can be designed.
The followers are governed by a class of non-affine pure-feedback systems with arbitrary uncertainty.
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