In this paper, we investigate the adaptive state-quantized control problem of uncertain lower-triangular systems with input delay. It is assumed that all state variables are quantized for feedback design. The error transformation method using an auxiliary time-varying signal presented to deal compensation Based on surfaces variable, a neural-network-based scheme constructed design delay compens...

System identification based on quantized observations requires either approximations of the quantization noise, leading to suboptimal algorithms, or dedicated algorithms taylored to the quantization noise properties. This contribution studies fundamental issues in estimation that relate directly to the core methods in system identification. As a first contribution, results from statistical quan...

The dualism between classical matter and geometry is extended to include elementary hadronic matter described in quantized form in terms of a gauge theory based on the group SO(4; 1) containing a built-in fundamental length parameter R of geometric origin of the order of a Fermi. Quantized matter at subnuclear distances is described in terms of generalized quantum mechanical wave functions ((rs...