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This result extends to a class of higher-rank graph algebras which includes higher-rank graphs with a single vertex.
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Extension of such constructions beyond the simple case has also been shown to be possible, provided the concept of a random variable can be extended to a class of functions that are more general than the measure-theoretic class.
Moreover, the control method is extended to a class of nonlinear systems with time delay.
Further, the control design method is extended to a class of nonlinear systems with state delay.
Furthermore, we show that the same methodology can be extended to a class of multi-output nonlinear systems.
Finally, we remark that applying a transformation technique described in [13] and [14], Theorem 3.3 can possibly be extended to a class of equations with time-varying delays.
The relationship between the differential-algebraic design approach and the nonlinear geometric approach is extended to a class of processes described by nonlinear differential-algebraic equations.
Further, the method in [13] is extended to a class of unknown nonlinear systems with a new robust adaptive multiple model-based fuzzy control scheme.
The Nowakowski and Rival theorem on the fixed edge property in an infinite tree for simplicial maps is extended to a class of infinite complexes.
The method, previously established for linear systems, is extended to a class of single-degree-of-freedom nonlinear systems that can be characterised using describing functions.
Recently, MPC has been extended to a class of discrete event systems that can be described by a model that is "linear" in the max-plus algebra.
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